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General Aptitude
Numerical ability

Practice questions from Numerical ability.

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Q#1 Numerical ability GATE EC 2025 (Set 1) MCQ +1 mark -0.33 marks

The 12 musical notes are given as , and . Frequency of each note is  times the frequency of the previous note. If the frequency of the note C is 130.8 Hz, then the ratio of frequencies of notes  and  is:

2

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Q#2 Numerical ability GATE EC 2025 (Set 1) MCQ +1 mark -0.33 marks

The following figures show three curves generated using an iterative algorithm. The total length of the curve generated after 'Iteration n' is:

Note: The figures shown are representative.

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Q#3 Numerical ability GATE EC 2025 (Set 1) MCQ +1 mark -0.33 marks

Which one of the following plots represents , where  is a nonzero real number?

Note: The figures shown are representative.

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Q#4 Numerical ability GATE EC 2025 (Set 1) MCQ +2 marks -0.66 marks

A stick of length one meter is broken at two locations at distances of  and  from the origin (0), as shown in the figure. Note that . Which one of the following is NOT a necessary condition for forming a triangle using the three pieces?

Note: All lengths are in meter. The figure shown is representative.

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Q#5 Numerical ability GATE EC 2025 (Set 1) MSQ +2 marks -0 marks

Eight students (P, Q, R, S, T, U, V, and W) are playing musical chairs. The figure indicates their order of position at the start of the game. They play the game by moving forward in a circle in the clockwise direction.

After the  round,  student behind  leaves the game. After  round,  student behind Q leaves the game. After  round,  student behind  leaves the game. After  round,  student behind  leaves the game. Who all are left in the game after the  round?

Note: The figure shown is representative.

P; T; Q; S

V; P; T; Q

W; R; Q; V

Q; T; V; W

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Q#6 Numerical ability GATE EC 2025 (Set 1) MCQ +2 marks -0.66 marks

The table lists the top 5 nations according to the number of gold medals won in a tournament; also included are the number of silver and the bronze medals won by them. Based only on the data provided in the table, which one of the following statements is INCORRECT?

France will occupy the third place if the list were made on the basis of the total number of medals won.

The order of the top two nations will not change even if the list is made on the basis of the total number of medals won.

USA and Canada together have less than 50% of the medals awarded to the nations in the above table.

Canada has won twice as many total medals as Japan.

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Q#7 Numerical ability GATE EC 2025 (Set 1) MCQ +2 marks -0.66 marks

An organization allows its employees to work independently on consultancy projects but charges an overhead on the consulting fee. The overhead is 20% of the consulting fee, if the fee is up to
₹ 5,00,000. For higher fees, the overhead is ₹ 1,00,000 plus 10% of the amount by which the fee exceeds ₹ 5,00,000. The government charges a Goods and Services Tax of 18% on the total amount (the consulting fee plus the overhead). An employee of the organization charges this entire amount, i.e., the consulting fee, overhead, and tax, to the client. If the client cannot pay more than ₹ 10,00,000, what is the maximum consulting fee that the employee can charge?

₹ 7,01,438

₹ 7,24,961

₹ 7,51,232

₹ 7,75,784

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Q#8 Numerical ability GATE EC 2024 (Set 1) MCQ +1 mark -0.33 marks

P, Q, R, S, and T have launched a new startup. Two of them are siblings. The office of the startup has just three rooms. All of them agree that the siblings should not share the same room. If S and Q are single children, and the room allocations shown below are acceptable to all,

   

then, which one of the given options is the siblings?

P and T

P and S

T and Q

T and R

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Q#9 Numerical ability GATE EC 2024 (Set 1) MCQ +1 mark -0.33 marks

Five years ago, the ratio of Aman’s age to his father’s age was 1:4, and five years from now, the ratio will be 2:5. What was his father’s age when Aman was born?

28 years

30 years

35 years

32 years

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Q#10 Numerical ability GATE EC 2024 (Set 1) MCQ +1 mark -0.33 marks

For a real number

The value of is

4

12

24

26

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Q#11 Numerical ability GATE EC 2024 (Set 1) MCQ +1 mark -0.33 marks

The greatest prime factor of is

13

17

3

11

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Q#12 Numerical ability GATE EC 2024 (Set 1) MCQ +2 marks -0.66 marks

Four identical cylindrical chalk-sticks, each of radius and length are bound tightly together using a duct tape as shown in the following figure.

The width of the duct tape is equal to the length of the chalk-stick. The area  of the duct tape required to wrap the bundle of chalk-sticks once, is

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Q#13 Numerical ability GATE EC 2024 (Set 1) MCQ +2 marks -0.66 marks

The bar chart shows the data for the percentage of population falling into different categories based on Body Mass Index (BMI) in 2003 and 2023.

Based on the data provided, which one of the following options is INCORRECT?

The ratio of the percentage of population falling into overweight category to the percentage of population falling into normal category has increased in 20 years.

The ratio of the percentage of population falling into underweight category to the percentage of population falling into normal category has decreased in 20 years.

The ratio of the percentage of population falling into obese category to the percentage of population falling into normal category has decreased in 20 years.

The percentage of population falling into normal category has decreased in 20 years.

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Q#14 Numerical ability GATE EC 2024 (Set 1) MCQ +2 marks -0.66 marks

Examples of mirror and water reflections are shown in the figures below:

An object appears as the following image after first reflecting in a mirror and then reflecting on water.

 

The original object is

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Q#15 Numerical ability GATE EC 2024 (Set 1) MCQ +2 marks -0.66 marks

Two identical sheets A and B, of dimensions 24 cm × 16 cm, can be folded into half using two distinct operations, FO1 or FO2.

In FO1, the axis of folding remains parallel to the initial long edge, and in FO2, the axis of folding remains parallel to the initial short edge.

If sheet A is folded twice using FO1, and sheet B is folded twice using FO2, the ratio of the perimeters of the final shapes of A and B is

14:11

11:14

18:11

11:18

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Q#16 Numerical ability GATE EC 2023 (Set 1) MCQ +1 mark -0.33 marks

What is the smallest number with distinct digits whose digits add up to 45 ?

123555789

123457869

123456789

99999

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Q#17 Numerical ability GATE EC 2023 (Set 1) MCQ +1 mark -0.33 marks

In a class of 100 students,

(i) there are 30 students who neither like romantic movies nor comedy movies,

(ii) the number of students who like romantic movies is twice the number of students who like comedy movies, and

(iii) the number of students who like both romantic movies and comedy movies is 20.

How many students in the class like romantic movies?

40

20

60

30

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Q#18 Numerical ability GATE EC 2023 (Set 1) MCQ +1 mark -0.33 marks

How many rectangles are present in the given figure?

8

9

10

12

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Q#19 Numerical ability GATE EC 2023 (Set 1) MCQ +2 marks -0.66 marks

Which one of the following options represents the given graph?

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Q#20 Numerical ability GATE EC 2023 (Set 1) MCQ +2 marks -0.66 marks

Out of 1000 individuals in a town, 100 unidentified individuals are covid positive. Due to lack of adequate covid-testing kits, the health authorities of the town devised a strategy to identify these covid-positive individuals. The strategy is to:        

(i) Collect saliva samples from all 1000 individuals and randomly group them into sets of 5.

(ii) Mix the samples within each set and test the mixed sample for covid.

(iii) If the test done in (ii) gives a negative result, then declare all the 5 individuals to be covid negative.

(iv) If the test done in (ii) gives a positive result, then all the 5 individuals are separately tested for covid.

Given this strategy, no more than ________testing kits will be required to identify all the 100 covid positive individuals irrespective of how they are grouped.

700

600

800

1000

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Q#21 Numerical ability GATE EC 2023 (Set 1) MCQ +2 marks -0.66 marks

 rectangular sheet is folded 5 times. Each time the sheet is folded, the long edge aligns with its opposite side. Eventually, the folded sheet is a rectangle of dimensions .

The total number of creases visible when the sheet is unfolded is ________.

32

31

5

63

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Q#22 Numerical ability GATE EC 2022 (Set 1) MCQ +1 mark -0.33 marks

A sum of money is to be distributed among P, Q, R and  in the proportion , respectively.

If R gets Rs. 1000 more than , what is the share of  (in Rs.)?

500

1000

1500

2000

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Q#23 Numerical ability GATE EC 2022 (Set 1) MCQ +1 mark -0.33 marks

A trapezium has vertices marked as  and  (in that order anticlockwise). The side  is parallel to side SR.

Further, it is given that, ,  and .

What is the shortest distance between  and  (in  )?

1.80

2.40

4.20

5.76

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Q#24 Numerical ability GATE EC 2022 (Set 1) MCQ +1 mark -0.33 marks

The figure shows a grid formed by a collection of unit squares. The unshaded unit square in the grid represents a hole.

What is the maximum number of squares without a "hole in the interior" that can be formed within the  grid using the unit squares as building blocks?

15

20

21

26

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Q#25 Numerical ability GATE EC 2022 (Set 1) MCQ +1 mark -0.33 marks

An art gallery engages a security guard to ensure that the items displayed are protected. The diagram below represents the plan of the gallery where the boundary walls are opaque. The location the security guard posted is identified such that all the inner space (shaded region in the plan) of the gallery is within the line of sight of the security guard. If the security guard does not move around the posted location and has a  view, which one of the following correctly represents the set of ALL possible locations among the locations  and , where the security guard can be posted to watch over the entire inner space of the gallery.

P and Q

Q

Q and S

R and S

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Q#26 Numerical ability GATE EC 2022 (Set 1) MCQ +2 marks -0.66 marks

Consider the following inequalities.        

(i)

(ii)

Which one of the following expressions below satisfies the above two inequalities?

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Q#27 Numerical ability GATE EC 2022 (Set 1) MCQ +2 marks -0.66 marks

Four points , and  represent the vertices of a quadrilateral.

What is the area enclosed by the quadrilateral?

4

8

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Q#28 Numerical ability GATE EC 2021 (Set 1) MCQ +1 mark -0.33 marks

The current population of a city is . If it has been increasing at the rate of  per annum, what was its population 2 years ago?

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Q#29 Numerical ability GATE EC 2021 (Set 1) MCQ +1 mark -0.33 marks

p and q are positive integers and , then,

3

9

11

7

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Q#30 Numerical ability GATE EC 2021 (Set 1) MCQ +1 mark -0.33 marks

The least number of squares that must be added so that the line  becomes the line of symmetry is ________.

7

6

4

3

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Q#31 Numerical ability GATE EC 2021 (Set 1) MCQ +2 marks -0.66 marks

Consider a square sheet of side 1 unit. In the first step, it is cut along the main diagonal to get two triangles. In the next step, one of the cut triangles is revolved about its short edge to form a solid cone. The volume of the resulting cone, in cubic units, is __________.

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Q#32 Numerical ability GATE EC 2021 (Set 1) MCQ +2 marks -0.66 marks

The number of minutes spent by two students,  and , exercising every day in a given week are shown in the bar chart below.

The number of days in the given week in which one of the students spent a minimum of  more than the other student, on a given day, is

4

7

5

6

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Q#33 Numerical ability GATE EC 2021 (Set 1) MCQ +2 marks -0.66 marks

Corners are cut from an equilateral triangle to produce a regular convex hexagon as shown in the figure below.

The ratio of the area of the regular convex hexagon to the area of the original equilateral triangle is        

5 : 6

4 : 5

2 : 3

3 : 4

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Q#34 Numerical ability GATE EC 2020 (Set 1) MCQ +1 mark -0.33 marks

A super additive function  satisfies the following property

 

Which of the following functions is a super additive function for  ?

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Q#35 Numerical ability GATE EC 2020 (Set 1) MCQ +2 marks -0.66 marks

It is quarter past three in your watch. The angle between the hour hand and the minute hand is __________.

22.5°

7.5°

15°

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Q#36 Numerical ability GATE EC 2020 (Set 1) MCQ +2 marks -0.66 marks

A circle with centre O is shown in the figure. A rectangle PQRS of maximum possible area is inscribed in the circle. If the radius of the circle is , then the area of the shaded portion is __________.

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Q#37 Numerical ability GATE EC 2020 (Set 1) MCQ +2 marks -0.66 marks

a, b, c are real numbers. The quadratic equation  has equal roots, which is , then

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Q#38 Numerical ability GATE EC 2020 (Set 1) MCQ +2 marks -0.66 marks

The following figure shows the data of students enrolled in 5 years (2014 to 2018) for two schools  and . During this period, the ratio of the average number of the students enrolled in school  to the average of the difference of the number of students enrolled in schools  and  is _________

8 : 23

23 : 8

23 : 31

31 : 23

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Q#39 Numerical ability GATE EC 2019 (Set 1) MCQ +1 mark -0.33 marks

Five different books (P, Q, R, S, T) are to be arranged on a shelf. The books R and S are to be arranged first and second, respectively from the right side of the shelf. The number of different orders in which P, Q and T may be arranged is ________        

12

2

120

6

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Q#40 Numerical ability GATE EC 2019 (Set 1) MCQ +1 mark -0.33 marks

It would take one machine 4 hours to complete a production order and another machine 2 hours to complete the same order. If both machines work simultaneously at their respective constant rates, the time taken to complete the same order is _____ hours

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Q#41 Numerical ability GATE EC 2019 (Set 1) MCQ +2 marks -0.66 marks

The bar graph in Panel (a) shows the proportion of male and female illiterates in 2001 and 2011. The proportions of males and females in 2001 and 2011 are given in Panel (b) and (c), respectively.

The total population did not change during this period. The percentage increase in the total number of literates from 2001 to 2011 is ________

30.43

34.43

35.43

33.43

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Q#42 Numerical ability GATE EC 2019 (Set 1) MCQ +2 marks -0.66 marks

Two design consultants, P and Q, started working from 8 AM for a client. The client budgeted a total of USD 3000 for the consultants. P stopped working when the hour hand moved by 210 degrees on the clock. Q stopped working when the hour hand moved by 240 degrees. P took two tea breaks of 15 minutes each during her shift, but took no lunch break. Q took only one lunch break for 20 minutes, but no tea breaks. The market rate for consultants is USD 200 per hour and breaks are not paid. After paying the consultants, the client shall have USD________ remaining in the budget.

000.00

300.00

433.33

166.67

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Q#43 Numerical ability GATE EC 2019 (Set 1) MCQ +2 marks -0.66 marks

Four people are standing in a line facing you. They are Rahul, Mathew, Seema and Lohit. One is an engineer, one is a doctor, one a teacher and another a dancer. You are told that:

1. Mathew is not standing next to Seema

2. There are two people standing between Lohit and the engineer

3. Rahul is not a doctor

4. The teacher and the dancer are standing next to each other

5. Seema is turning to her right to speak to the doctor standing next to her

Who among them is an engineer?

Seema

Lohit

Rahul

Mathew

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Q#44 Numerical ability GATE EC 2019 (Set 1) MCQ +2 marks -0.66 marks

Five people P, Q, R, S and T work in a bank. P and Q don't like each other but have to share an office till T gets a promotion and moves to the big office next to the garden. R, who is currently sharing an office with T wants to move to the adjacent office with S, the handsome new intern. Given the floor plan, what is the current location of Q, R and T? (O =Office, WR =Washroom)

4.tif

5.tif

6.tif

7.tif

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Q#45 Numerical ability GATE EC 2018 (Set 1) MCQ +1 mark -0.33 marks

A 1.5m tall person is standing at a distance of 3m from a lamp post. The light from the lamp at the top of the post casts her shadow. The length of the shadow is twice her height. What is the height of the lamp post in meters?

1.5

3

4.5

6

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Q#46 Numerical ability GATE EC 2018 (Set 1) MCQ +1 mark -0.33 marks

If the number 715■423 is divisible by 3 (■ denotes the missing digit in the thousandths place), then the smallest whole number in the place of ■ is_________

0

2

5

6

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Q#47 Numerical ability GATE EC 2018 (Set 1) MCQ +1 mark -0.33 marks

What is the value of 

2

7/4

3/2

4/3

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Q#48 Numerical ability GATE EC 2018 (Set 1) MCQ +2 marks -0.66 marks

A cab was involved in a hit and ran accident at night. You are given the following data about the cabs in the city and the accident.

(i) 85% of cabs in the city are green and the remaining cabs are blue.

(ii) A witness identified the cab involved in the accident as blue.

(iii) It is known that a witness can correctly identify the cab colour only 80% of the time.

Which of the following options is closest to the probability that the accident was caused by a blue cab?

12%

15%

41%

80%

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Q#49 Numerical ability GATE EC 2018 (Set 1) MCQ +2 marks -0.66 marks

Two alloys A and B contain gold and copper m the ratios of 2:3 and 3:7 by mass, respectively. Equal masses of alloys A and B are melted to make an alloy C. The ratio of gold to copper in alloy C is _______.

5 : 10

7 : 13

6 : 11

9 : 13

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Q#50 Numerical ability GATE EC 2018 (Set 1) MCQ +2 marks -0.66 marks

Leila aspires to buy a car worth Rs. 10.00.000 after 5 years. What is the minimum amount in Rupees that she should deposit now in a bank which offers 10% annual rate of interest, if the interest was compounded annually?

500000

621000

666667

750000

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Q#51 Numerical ability GATE EC 2017 (Set 1) MCQ +1 mark -0.33 marks

40% of deaths on city roads may be attributed to drunken driving. The number of degrees needed to represent this as a slice of a pie chart is

120

144

160

212

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Q#52 Numerical ability GATE EC 2017 (Set 1) MCQ +1 mark -0.33 marks

In the summer water consumption is known to decrease overall by 25%. A Water Board official states that in the summer household consumption decreases by 20%, while other consumption increases by 70%.

Which of the following statements is correct?

The ratio of household to other consumption is 8/17

The ratio of household to other consumption is 1/17

The ratio of household to other consumption is 17/8

There are errors in the official’s statement.

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Q#53 Numerical ability GATE EC 2017 (Set 1) MCQ +2 marks -0.66 marks

There are 3 Indians and 3 Chinese in a group of 6 people. How many subgroups of this group can we choose so that every subgroup has at least one Indian?

56

52

48

44

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Q#54 Numerical ability GATE EC 2017 (Set 1) MCQ +2 marks -0.66 marks

Trucks (10 m long) and cars (5 m long) go on a single lane bridge. There must be a gap of at least 20 m after each truck and a gap of at least 15 m after each car. Trucks and cars travel at a speed of 36 km/h. If cars and trucks go alternately, what is the maximum number of vehicles that can use the bridge in one hour?

1440

1200

720

600

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Q#55 Numerical ability GATE EC 2017 (Set 1) MCQ +2 marks -0.66 marks

S, T, U, V, W, X, Y, and Z are seated around a circular table. T’s neighbours are Y and V.Z is seated third to the left of T and second to the right of S. U’s neighbors are S and Y; and T and W are not seated opposite each other. Who is third to the left of V?

X

W

U

T

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Q#56 Numerical ability GATE EC 2017 (Set 1) MCQ +2 marks -0.66 marks

A contour line joins locations having the same height above the mean sea level. The following is a contour plot of a geographical region. Contour lines are shown at 25 m intervals in this plot.        

C:\Users\abg\Desktop\other figure\01.jpg

The path from P to Q is best described by

Up-Down-Up-Down

Down-Up-Down-Up

Down-Up-Down

Up-Down-Up

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Q#57 Numerical ability GATE EC 2017 (Set 2) MCQ +1 mark -0.33 marks

Fatima starts from point P, goes North for 3 km, and then East for 4 km to reach point Q, She then turns to face point P and goes 15 km in that direction. She then goes North for 6 km. How far is she from point P, and in which direction should go to reach point P?

8 km, East

12 km, North

6 km, East

10 km, North

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Q#58 Numerical ability GATE EC 2017 (Set 2) MCQ +1 mark -0.33 marks

A rule states that in order to drink beer, one must be over 18 years old. In a bar, there are 4 people. P is 16 years old. Q is 25 years old, R is drinking milkshake and S is drinking a beer. What must be checked to ensure that the rule is being followed?

Only P’s drink

Only P’s drink and S’s age

Only S’s age

Only P’s drink, Q’s drink and S’s age

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Q#59 Numerical ability GATE EC 2017 (Set 2) MCQ +1 mark -0.33 marks

500 students are taking one or more courses out of Chemistry, Physics, and Mathematics, Registration records indicate course enrolment as follows: Chemistry (329), Physics (186), Mathematics (295), Chemistry and Physics (83), Chemistry and Mathematics (217), and Physics and Mathematics (63). How many students are taking all 3 subjects?

37

43

47

53

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Q#60 Numerical ability GATE EC 2017 (Set 2) MCQ +2 marks -0.66 marks

The number of 3-digit numbers such that the digit 1 is never to the immediate right of 2 is

781

791

881

891

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Q#61 Numerical ability GATE EC 2017 (Set 2) MCQ +2 marks -0.66 marks

A contour line joins locations having the same height above the mean sea level. The following is a contour plot of a geographical region. Contour lines are shown at 25 m intervals in this plot.          

C:\Users\abg\Desktop\other figure\02.jpg

Which of the following is the steepest path leaving from P?

P to Q        

P to R

P to S

P to T

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Q#62 Numerical ability GATE EC 2017 (Set 2) MCQ +2 marks -0.66 marks

1200 men and 500 women can build a bridge in 2 weeks. 900 men and 250 women will take 3 weeks to build the same bridge. How many men will be needed to build the bridge in one week?

3000

3300

3600

3900

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Q#63 Numerical ability GATE EC 2016 (Set 1) MCQ +1 mark -0.33 marks

In a huge pile of apples and oranges, both ripe and unripe mixed together, 15% areunripe fruits. Of the unripe fruits, 45% are apples. Of the ripe ones, 66% are oranges. If the pile contains a total of 5692000 fruits, how many of them are apples?

2029198

2467482

2789080

3577422

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Q#64 Numerical ability GATE EC 2016 (Set 1) MCQ +1 mark -0.33 marks

Michael lives 10 km away from where I live. Ahmed lives 5 km away and Susan lives 7km away from where I live. Arun is farther away than Ahmed but closer than Susan from where I live. From the information
provided here, what is one possible distance (in km) at which I live from Arun's place?

3.00

4.99

6.02

7.01

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Q#65 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

A person moving through a tuberculosis prone zone has a 50% probability of becoming infected. However, only 30% of infected people develop the disease. What percentage of people moving through a tuberculosis prone zone remains infected but does not show symptoms of disease?

15

33

35

37

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Q#66 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

Leela is older than her cousin Pavithra. Pavithra's brother Shiva is older than Leela. When Pavithra and Shiva are visiting Leela, all three like to play chess. Pavithra wins more often than Leela does.

Which one of the following statements must be TRUE based on the above?

When Shiva plays chess with Leela and Pavithra, he often loses.

Leela is the oldest of the three.

Shiva is a better chess player than Pavithra.

Pavithra is the youngest of the three.

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Q#67 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

If andand, the value of abc is _________

0

1

r+q+s

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Q#68 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

P, Q, R and S are working on a project. Q can finish the task in 25 days, working alone for 12 hours a day. R can finish the task in 50 days, working alone for 12 hours per day. Q worked 12 hours a day but took sick leave in the beginning for two days. R worked 18 hours a day on all days. What is the ratio of work done by Q and R after 7 days from the start of the project?

10:11

11:10

20:21

21:20

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Q#69 Numerical ability GATE EC 2016 (Set 2) MCQ +1 mark -0.33 marks

Given (9 inches) =(0.25 yards) , which one of the following statements is

3 inches = 0.5 yards

9 inches = 1.5 yards

9 inches = 0.25 yards

81 inches = 0.0625 yards

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Q#70 Numerical ability GATE EC 2016 (Set 2) MCQ +1 mark -0.33 marks

S, M, E and F are working in shifts in a team to finish a project. M works with twice the efficiency of others but for half as many days as E worked. S and M have 6 hour shifts in a day, whereas E and F have 12 hours shifts. What is the ratio of contribution of M to contribution of E in the project?

1 : 1

1 : 2

1 : 4

2 :1

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Q#71 Numerical ability GATE EC 2016 (Set 2) MCQ +2 marks -0.66 marks

The Venn diagram shows the preference of the student population for leisure activities.

C:\Users\admin\Desktop\FREELANCER\kreatryx project 1\Project images\Q6-1.jpg        

From the data given, the number of students who like to read books or play sports is _______.  

44

51

79

108

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Q#72 Numerical ability GATE EC 2016 (Set 2) MCQ +2 marks -0.66 marks

Two and a quarter hours back, when seen in a mirror, the reflection of a wall clock without number markings seemed to show 1:30. What is the actual current time shown by the clock?

8 : 15

11 : 15

12 : 15

12 : 45

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Q#73 Numerical ability GATE EC 2016 (Set 2) MCQ +2 marks -0.66 marks

M and N start from the same location. M travels 10 km East and then 10 km North-East. N travels 5 km South and then 4 km South-East. What is the shortest distance (in km) between M and N at the end of their travel?

18.60

22.50

20.61

25.00

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Q#74 Numerical ability GATE EC 2016 (Set 2) MCQ +2 marks -0.66 marks

A wire of length 340 mm is to be cut into two parts. One of the parts is to be made into a square and the other into a rectangle where sides are in the ration of 1:2. What is the length of the side of the square (in mm) such that the combined area of the square and the rectangle is a

30

40

120

180

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Q#75 Numerical ability GATE EC 2016 (Set 1) MCQ +1 mark -0.33 marks

M has a son Q and a daughter R. He has no other children. E is the mother of P and daughter-in-law of M. How is P related to M.

P is the son-in-law of M.

P is the grandchild of M.

P is the daughter-in-law of M.

P is the grandfather of M.

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Q#76 Numerical ability GATE EC 2016 (Set 1) MCQ +1 mark -0.33 marks

The number that least fits this set: (324, 441, 97 and 64) is ___________.

324

441

97

64

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Q#77 Numerical ability GATE EC 2016 (Set 1) MCQ +1 mark -0.33 marks

It takes 10 s and 15 s, respectively, for two trains travelling at different constant speeds to completely pass a telegraph post. The length of the first train is 120 m and that of the second train is 150 m. The magnitude of the difference in the speeds of the two trains (in m/s) is ___________.        

2.0

10.0

12.0

22.0

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Q#78 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

The velocity V of a vehicle along a straight line is measured in m/s and plotted as shown with respect to time in seconds. At the end of the 7 seconds, how much will the odometer reading increase by (in m)?        

1.jpg

0

3

4

5

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Q#79 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

A flat is shared by four first year undergraduate students. They agreed to allow the oldest of them to enjoy some extra space in the flat. Manu is two months older than Sravan, who is three months younger than Trideep. Pavan is one month older than Sravan. Who should occupy the extra space in the flat?

Manu

Sravan

Trideep

Pavan

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Q#80 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

Find the area bounded by the lines 3x+2y=14, 2x-3y=5 in the first quadrant.

14.95

15.25

15.70

20.35

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Q#81 Numerical ability GATE EC 2016 (Set 1) MCQ +2 marks -0.66 marks

A straight line is fit to a data sets (1n x,y). This line intercepts the abscissa at 1n x=0.1 and has a slope of -0.02. What is the value of y at x=5 from the fit?

-0.030

-0.014

0.014

0.030

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Q#82 Numerical ability GATE EC 2015 (Set 1) MCQ +1 mark -0.33 marks

If , then the value of x is

343/125

125/343

–25/49

–49/25

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Q#83 Numerical ability GATE EC 2015 (Set 1) MCQ +2 marks -0.66 marks

A cube side 3 units is formed using a set of smaller cubes of side 1 unit. Find the proportion of the number of faces of the smaller cubes visible to those which are NOT visible.

1 : 4

1 : 3

1 : 2

2 : 3

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Q#84 Numerical ability GATE EC 2015 (Set 1) NAT +2 marks -0 marks

Fill in the missing value

C:\Users\abg\Desktop\01.jpg

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Q#85 Numerical ability GATE EC 2015 (Set 2) MCQ +1 mark -0.33 marks

An electric bus has onboard instrument that report the total electricity consumed since the start of the trip as well as the total distance covered. During a single day of operation, the bus travels on stretches M, N, O and P, in that order. The cumulative distance travelled and the corresponding electricity consumption are shown in the Table below:

Stretch

Cumulative distance

(km)

Electricity used

(kWh)

M

20

12

N

45

25

O

75

45

P

100

57

The stretch where the electricity consumption per km is minimum is

M

N

O

P

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Q#86 Numerical ability GATE EC 2015 (Set 2) MCQ +1 mark -0.33 marks

Ram and Ramesh appeared in an interview for two vacancies in the same department. The probability of Ram’s selection is 1/6 and that of Ramesh is 1/8. What is the probability that only one of them will be selected?

47/48

1/4

13/48

35/48

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Q#87 Numerical ability GATE EC 2015 (Set 2) MCQ +2 marks -0.66 marks

If , then ab + bc + ac lies in the interval

[1, 2/3]

[–1/2, 1]

[–1, 1/2]

[2, –4]

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Q#88 Numerical ability GATE EC 2015 (Set 2) NAT +2 marks -0 marks

A tiger is 50 leaps of its own behind a deer. The tiger takes 5 leaps per minute to the deer’s 4. If the tiger and the deer cover 8 metre and 5 metre per leap respectively, what distance in metres will the tiger have to run before it catches the deer?

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Q#89 Numerical ability GATE EC 2015 (Set 3) MCQ +1 mark -0.33 marks

If x > y > 1, which of the following must be true?

 (i) ln x > ln y        (ii)

(iii)         (iv) cos x > cos y

(i) and (ii)

(i) and (iii)

(iii) and (iv)

(ii) and (iv)

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Q#90 Numerical ability GATE EC 2015 (Set 3) MCQ +2 marks -0.66 marks

Ms. X will be Bagdogra from 01/05/2014 to 20/05/2014 and from 22/05/2014 to 31/05/2014. On the morning of 21/05/2014, she will reach Kochi via Mumbai.        

Which one of the statements below is logically valid and can be inferred from the above sentences?

Ms. X will be in Kochi for one day, only in May

Ms. X will be in Kochi for only one day in May

Ms. X will be only in Kochi for one day in May

Only Ms. X will be in Kochi for one day in May

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Q#91 Numerical ability GATE EC 2015 (Set 3) MCQ +2 marks -0.66 marks

log tan 1°+log tan2° +……+ log tan 89° is __________.

1

0

–1

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Q#92 Numerical ability GATE EC 2015 (Set 3) NAT +2 marks -0 marks

From a circular sheet of paper of radius 30 cm, a sector of 10% area is removed. If the remaining part is used to make a conical surface, then the ratio of the radius and height of the cone is __________.

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Q#93 Numerical ability GATE EC 2015 (Set 3) MCQ +1 mark -0.33 marks

Find the missing sequence in the letter series below:

A, CD, GHl?, UVWXY

LMN

MNO

MNOP

NOPQ

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Q#94 Numerical ability GATE EC 2014 (Set 1) MCQ +1 mark -0.33 marks

The statistics of runs scored in a series by four batsmen are provided in the following table. Who is the most consistent batman of these four?        

        Batsman

Average

Standard deviation

K

31.2

5.21

L

46.0

6.35

M

54.4

6.22

N

17.9

5.90

K

L

M

N

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Q#95 Numerical ability GATE EC 2014 (Set 1) NAT +1 mark -0 marks

What is the next number in the series?        

12        35        81        173        357        _______

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Q#96 Numerical ability GATE EC 2014 (Set 1) MCQ +2 marks -0.66 marks

Find the odd one from the following group        

W, E, K, O     I, Q, W, A        F, N, T, X        N, V, B, D

W,E,K,O

I,Q,W,A

F,N,T,X

N,V,B,D

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Q#97 Numerical ability GATE EC 2014 (Set 1) NAT +2 marks -0 marks

A train that is 280 metres long, travelling at a uniform speed, crosses a platform in 60 seconds and passes a man standing on the platform in 20 seconds. What is the length of the platform in metres?

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Q#98 Numerical ability GATE EC 2014 (Set 1) MCQ +2 marks -0.66 marks

The exports and imports (in crores of Rs.) of a country from 2000 to 2007 are given in the following bar chart. If the trade deficit is defined as excess of imports over exports, in which year is the trade deficit 1/5th of the exports?        

C:\Users\abg\Desktop\other figure\updated fiure\01.jpg

2005

2004

2007

2006

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Q#99 Numerical ability GATE EC 2014 (Set 1) MCQ +2 marks -0.66 marks

You are given three coins: one has heads on both faces, the second has tails on both faces, and the third has a head on one face and a tail on the other. You choose a coin at random and toss it, and it comes up heads. The probability that the other face is tails is

¼

1/3

½

2/3

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Q#100 Numerical ability GATE EC 2014 (Set 2) MCQ +1 mark -0.33 marks

A regular die has six sides with numbers 1 to 6 marked on its sides. If a very large number of throws show the following frequencies of occurrence: ; ; ; ; ; . We call this die         

irregular

biased

Gaussian

insufficient

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Q#101 Numerical ability GATE EC 2014 (Set 2) NAT +1 mark -0 marks

Fill in the missing number in the series.  

2     3     6     15        ______        157.5      630

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Q#102 Numerical ability GATE EC 2014 (Set 2) MCQ +2 marks -0.66 marks

Find the odd one in the following group                 

Q,W,Z,B         B,H,K,M         W,C,G,J         M,S,V,X

Q, W, Z, B

B, H, K, M

W, C, G, J

M, S, V, X

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Q#103 Numerical ability GATE EC 2014 (Set 2) NAT +2 marks -0 marks

The sum of eight consecutive odd numbers is 656. The average of four consecutive even numbers is 87. What is the sum of the smallest odd number and second largest even number?

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Q#104 Numerical ability GATE EC 2014 (Set 2) MCQ +2 marks -0.66 marks

The total exports and revenues from the exports of a country are given in the two charts shown below. The pie chart for exports shows the quantity of each item exported as a percentage of the total quantity of exports. The pie chart for the revenues shows the percentage of the total revenue generated through export of each item. The total quantity of exports of all the items is 500 thousand tonnes and the total revenues are 250 crore rupees. Which item among the following has generated the maximum revenue per kg?

Q9-1(1).jpgQ9-2(1).jpg

Item 2

Item 3

Item 6

Item 5

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Q#105 Numerical ability GATE EC 2014 (Set 2) MCQ +2 marks -0.66 marks

It takes 30 minutes to empty a half-full tank by draining it at a constant rate. It is decided to simultaneously pump water into the half-full tank while draining it. What is the rate at which water has to be pumped in so that it gets fully filled in 10 minutes?

4 times the draining rate

3 times the draining rate

2.5 times the draining rate

2 times the draining rate

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Q#106 Numerical ability GATE EC 2014 (Set 3) NAT +1 mark -0 marks

The next term in the series 81, 54, 36, 24, … is __________

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Q#107 Numerical ability GATE EC 2014 (Set 3) MCQ +1 mark -0.33 marks

In which of the following options will the expression P < M be definitely true?

M < R > P > S

M > S < P < F

Q < M < F = P

P = A < R < M

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Q#108 Numerical ability GATE EC 2014 (Set 3) MCQ +2 marks -0.66 marks

Find the next term in the sequence: 7G, 11K, 13M, ______

15Q

17Q

15P

17P

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Q#109 Numerical ability GATE EC 2014 (Set 3) MCQ +2 marks -0.66 marks

The multi-level hierarchical pie chart shows the population of animals in a reserve forest. The correct conclusions from this information are:        

Q7-1(1).jpg        

(i) Butterflies are birds

(ii) There are more tigers in this forest than red ants

(iii) All reptiles in this forest are either snakes or crocodiles

(iv) Elephants are the largest mammals in this forest

(i) and (ii) only

(i), (ii), (iii) and (iv)

(i), (iii) and (iv) only

(i), (ii) and (iii) only

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Q#110 Numerical ability GATE EC 2014 (Set 3) NAT +2 marks -0 marks

A man can row at 8 km per hour in still water. If it takes him thrice as long to row upstream, as to row downstream, then find the stream velocity in km per hour.

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Q#111 Numerical ability GATE EC 2014 (Set 3) NAT +2 marks -0 marks

A firm producing air purifiers sold 200 units in 2012. The following pie chart presents the share of raw material, labour, energy, plant & machinery, and transportation costs in the total manufacturing cost of the firm in 2012. The expenditure on labour in 2012 is Rs. 4,50,000. In 2013, the raw material expenses increased by 30% and all other expenses increased by 20%. If the company registered a profit of Rs. 10lakhs in 2012, at what price (in Rs.) was each air purifier sold?

C:\Users\abg\Desktop\other figure\updated fiure\02.jpg

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Q#112 Numerical ability GATE EC 2014 (Set 3) NAT +2 marks -0 marks

A batch of one hundred bulbs is inspected by testing four randomly chosen bulbs. The batch is rejected if even one of the bulbs is defective. A batch typically has five defective bulbs. The probability that the current batch is accepted is _____________

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Q#113 Numerical ability GATE EC 2014 (Set 4) MCQ +1 mark -0.33 marks

Let . If x is doubled and y is halved, the new value of f is

2(n-m)P

2(m-n)P

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Q#114 Numerical ability GATE EC 2014 (Set 4) NAT +1 mark -0 marks

In a sequence of 12 consecutive odd numbers, the sum of the first 5 numbers is 425. What is the sum of the last 5 numbers in the sequence?

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Q#115 Numerical ability GATE EC 2014 (Set 4) MCQ +2 marks -0.66 marks

Find the next term in the sequence: 13M, 17Q, 19S, ___

21W

21V

23W

23V

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Q#116 Numerical ability GATE EC 2014 (Set 4) MCQ +2 marks -0.66 marks

If ‘KCLFTSB’ stands for ‘best of luck’ and ‘SHSWDG’ stands for ‘good wishes’, which of the following indicates ‘ace the exam’?

MCHTX

MXHTC

XMHCT

XMHTC

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Q#117 Numerical ability GATE EC 2014 (Set 4) MCQ +2 marks -0.66 marks

Industrial consumption of power doubled from 2000-2001 to 2010-2011. Find the annual rate of increase in percent assuming it to be uniform over the years.

5.6

7.2

10.0

12.2

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Q#118 Numerical ability GATE EC 2014 (Set 4) NAT +2 marks -0 marks

A firm producing air purifiers sold 200 units in 2012. The following pie chart presents the share of raw material, labour, energy, plant & machinery, and transportation costs in the total manufacturing cost of the firm in 2012. The expenditure on labour in 2012 is Rs. 4,50,000. In 2013, the raw material expenses increased by 30% and all other expenses increased by 20%. What is the percentage increase in total cost for the company in 2013?

C:\Users\abg\Desktop\other figure\updated fiure\02.jpg

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Q#119 Numerical ability GATE EC 2014 (Set 4) MCQ +2 marks -0.66 marks

A five digit number is formed using the digits 1,3,5,7 and 9 without repeating any of them. What is the sum of all such possible five digit numbers?

6666660

6666600

6666666

6666606

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Q#120 Numerical ability GATE EC 2013 (Set 1) MCQ +1 mark -0.33 marks

In the summer of 2012, in New Delhi, the mean temperature of Monday to Wednesday was  and of Tuesday to Thursday was . If the temperature on Thursday was 15% higher than that of Monday, then the temperature in  on Thursday was

40

43

46

49

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Q#121 Numerical ability GATE EC 2013 (Set 1) MCQ +2 marks -0.66 marks

A car travels 8 km in the first quarter of an hour, 6 km in the second quarter and 16 km in the third quarter. The average speed of the car in km per hour over the entire journey is

30

36

40

24

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Q#122 Numerical ability GATE EC 2013 (Set 1) MCQ +2 marks -0.66 marks

Find the sum to n terms of the series

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Q#123 Numerical ability GATE EC 2013 (Set 1) MCQ +2 marks -0.66 marks

The set of values of p for which the roots of the equation  are of opposite sign is

(, 0)

(0, 1)

(1, )

(0, )

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Q#124 Numerical ability GATE EC 2013 (Set 1) MCQ +2 marks -0.66 marks

What is the chance that a leap year, selected at random, will contain 53 Saturdays?

2/7

3/7

1/7

5/7

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Q#125 Numerical ability GATE EC 2012 (Set 1) MCQ +1 mark -0.33 marks

If  and , then

2.23

433

11.37

27.64

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Q#126 Numerical ability GATE EC 2012 (Set 1) MCQ +2 marks -0.66 marks

Raju has 14 currency notes in his pocket consisting of only Rs. 20 notes and Rs. 10 notes. The total money value of the notes is Rs.230. The number of Rs. 10 notes that Raju has is

5

6

9

10

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Q#127 Numerical ability GATE EC 2012 (Set 1) MCQ +2 marks -0.66 marks

There are eight bags of rice looking alike, seven of which have equal weight and one is slightly heavier. The weighing balance is of unlimited capacity. Using this balance, the minimum number of weighings required to identify the heavier bag is

2

3

4

8

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Q#128 Numerical ability GATE EC 2012 (Set 1) MCQ +2 marks -0.66 marks

The data given in the following table summarizes the monthly budget of an average household.        

Q64

The approximate percentage of the monthly budget NOT spent on savings is

10%

14%

81%

86%

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Q#129 Numerical ability GATE EC 2012 (Set 1) MCQ +2 marks -0.66 marks

A and B are friends. They decide to meet between 1 PM and 2 PM on a given day. There is a condition that whoever arrives first will not wait for the other for more than 15 minutes. The probability that they will meet on that day is

1/4

1/16

7/16

9/16

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Q#130 Numerical ability GATE EC 2011 (Set 1) MCQ +1 mark -0.33 marks

There are two candidates P and Q in an election. During the campaign, 40% of the voter promised to vote for P, and rest for Q. However, on the day of election 15% of the voters went back on their promise to vote for P and instead voted for Q. 25% of the voters went back on their promise to vote for Q and instead voted for P. Suppose, P lost by 2 votes, then what was the total number of votes?        

100

110

90

95

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Q#131 Numerical ability GATE EC 2011 (Set 1) MCQ +2 marks -0.66 marks

The fuel consumed by a motorcycle during a journey while traveling at various speeds is indicated in the graph below.

39.jpg

The distances covered during four laps of the journey are listed in the table below

Lap

Distance

(kilometers)

Average speed

(kilometers per hour)

P

15

15

Q

75

45

R

40

75

S

10

10

From the given data, we can conclude that the fuel consumed per kilometer was least during the lap

P

Q

R

S

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Q#132 Numerical ability GATE EC 2011 (Set 1) MCQ +2 marks -0.66 marks

Three Friends, R, S and T shared toffee from a bowl. R took  of the toffees, but returned four to the bowl. S took  of what was left but returned three toffees to the bowl. T took half of the remainder but returned two back into bowl. If the bowl had 17 toffees left, how many toffees were originally there in the bowl?

38

31

48

41

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Q#133 Numerical ability GATE EC 2011 (Set 1) MCQ +2 marks -0.66 marks

Given that , and q is any non-zero real number, the value of  is

0

-1

1

2

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Q#134 Numerical ability GATE EC 2011 (Set 1) MCQ +2 marks -0.66 marks

The sum of n terms of the series  is

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Q#135 Numerical ability GATE EC 2010 (Set 1) MCQ +1 mark -0.33 marks

25 persons are in a room. 15 of them play hockey, 17 of them play football and 10 of them play both hockey and football. Then the number of persons playing neither hockey nor football is:

2

17

13

3

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Q#136 Numerical ability GATE EC 2010 (Set 1) MCQ +2 marks -0.66 marks

If  how much is ?

534

1403

1623

1513

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Q#137 Numerical ability GATE EC 2010 (Set 1) MCQ +2 marks -0.66 marks

5 skilled workers can build a wall in 20 days; 8 semi-skilled worker can build a wall in 25 days; 10 unskilled workers can build a wall in 30 days. If a team has 2 Skilled, 6 semi-skilled and 5 unskilled workers, how long will it take to build the wall?

20 days

18 days

16 days

15 days

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Q#138 Numerical ability GATE EC 2010 (Set 1) MCQ +2 marks -0.66 marks

Given digits  how many distinct 4 digit numbers greater than 3000 can be formed?

50

51

52

54

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Q#139 Numerical ability GATE EC 2010 (Set 1) MCQ +2 marks -0.66 marks

Hari (H), Gita (G), Irfan (I) and Saira (S) are siblings (i.e. brothers and sisters ). All were born on  January. The age difference between any two successive siblings (that is born one after another) is less than 3 years. Given the following facts:

i. Hari’s age + Gita’s age > Irfan’s age + saira’s age.

ii. The age difference between Gita and Saira is 1 year. However, Gita is not the oldest and saira is not the youngest.

iii. There are not twins.

In what order were they born (oldest first)?

HSIG

SGHI

IGSH

IHSG

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Q#140 Numerical ability GATE EC 1992 MCQ +1 mark -0.33 marks

Operates  ,  and  ® are defined by:          

 

 Find the value of

– 2

–1

1

2

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