This mock test series is based o the latest syllabus and pattern of Selection Staff Commission Combined Graduate Level Exam Tier 2 (SSC CGL Tier 2) for the paper Quantitative Abilities. The mock test consists of 100 multiple choice question (MCQ) of Quantitative Abilities which has to be answered in 120 min. The mock test also follows the exact exam pattern and style of SSC CGL Tier 2. Try the test and check your Knowledge. Click the Start button to begin the Mock Test.

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Review

Question 1 of 100

1. Question

A certain sum of money amounts to Rs.1680 in 3 years and to Rs.1800 in 5 years. Find the sum and rate of simple interest.

Correct

Incorrect

Question 2 of 100

2. Question

Correct

Incorrect

Question 3 of 100

3. Question

The ratio, in which tea costing Rs. 192 per kg is to be mixed with tea costing Rs. 150 per kg so that the mixed tea when sold for Rs. 194.40 per kg, gives a profit of 20%.

Correct

CP of first tea = Rs. 192 per kg.
CP of Second tea = Rs. 150 per kg.
Mixture is to be sold in Rs. 194.40 per kg, which has included 20% profit. So,
SP of Mixture = Rs. 194.40 per kg.
Let the CP of Mixture be Rs. X per kg. Therefore,
X + 20% of X = SP
6X /5 = 194.40
6X = 194.40 *5
X = Rs. 162 per kg.
Let N kg of first tea and M kg of second tea to be added.
Now, Using Alligation,
N/M = 12/30
N : M = 2 : 5.

Incorrect

CP of first tea = Rs. 192 per kg.
CP of Second tea = Rs. 150 per kg.
Mixture is to be sold in Rs. 194.40 per kg, which has included 20% profit. So,
SP of Mixture = Rs. 194.40 per kg.
Let the CP of Mixture be Rs. X per kg. Therefore,
X + 20% of X = SP
6X /5 = 194.40
6X = 194.40 *5
X = Rs. 162 per kg.
Let N kg of first tea and M kg of second tea to be added.
Now, Using Alligation,
N/M = 12/30
N : M = 2 : 5.

Question 4 of 100

4. Question

The numerator of a fraction is 4 less than its denominator. If the numerator is decreased by 2 and the denominator is increased by 1 the denominator becomes eight times the numerator. The fraction is,

Correct

Incorrect

Question 5 of 100

5. Question

The angle between the hands of a clock when the time is 3 : 20 is

Correct

Incorrect

Question 6 of 100

6. Question

In a two-digit positive number, the digit in the units place is equal to the square of the digit in ten’s place and the difference between the number obtained by interchanging the digits and the number is 54. What is 40% of the original number?

Correct

Let the number be (10x + x^2)
Therefore ,
(10x + x^2) – (10x^2 + x) = 54
=> 9x^2 – 9x = 54
=> (x-3)(x+2) = 0
=>x = 3 or x = -2
The original number =10x + x^2 = 10*3 +3*3 = 39
40% of 39 = 15.6

Incorrect

Let the number be (10x + x^2)
Therefore ,
(10x + x^2) – (10x^2 + x) = 54
=> 9x^2 – 9x = 54
=> (x-3)(x+2) = 0
=>x = 3 or x = -2
The original number =10x + x^2 = 10*3 +3*3 = 39
40% of 39 = 15.6

In an Examination there are three subject of 100 marks each. A student scores 60% in the 1 st subject and 80% in the second subject. He scored 70% in aggregate. His percentage of marks in the third subject is :

Correct

third subject = 70 × 3 – 60 – 80 = 70%

Incorrect

third subject = 70 × 3 – 60 – 80 = 70%

Question 9 of 100

9. Question

The smallest number that can be added to 803642 in order to obtain a multiple of 11 is

Correct

Adding 7 to 803642, we would reach the next 73059th multiple of 11, and 7 is thus the smallest such number.

Incorrect

Adding 7 to 803642, we would reach the next 73059th multiple of 11, and 7 is thus the smallest such number.

Question 10 of 100

10. Question

Rohit sold his car at 10% below the cost price to Amit, Amit got the car repaired and spent ` 5000. He then sold the car to Rajesh at 20% above the total cost. Which is equal to ` 100000. Find the original price of the car (nearest to hundred)

Correct

Incorrect

Question 11 of 100

11. Question

The product of two positive numbers is 11520 and the result of their division is 9595. The difference between the numbers is,

Correct

Let larger number be 9x9x and the smaller 5x
The product of the two numbers is then,
45x^2 = 11520
Division of the number 11520 by 45 we get,
x^2=256
Or, x=16
So the difference between the two numbers is,
9x−5x = 4x =64

Incorrect

Let larger number be 9x9x and the smaller 5x
The product of the two numbers is then,
45x^2 = 11520
Division of the number 11520 by 45 we get,
x^2=256
Or, x=16
So the difference between the two numbers is,
9x−5x = 4x =64

Question 12 of 100

12. Question

Correct

Incorrect

Question 13 of 100

13. Question

The fractions 1/3, 4/7, and 2/5 written in ascending order is,

Correct

Incorrect

Question 14 of 100

14. Question

Two students appeared at an examination. One of them secured 17 marks more than the other and his marks was 60% of the sum of their marks. What are the marks obtained by them?

Correct

Let the marks secured by them be x and (x+17)
sum of their marks =x+(x+17)=2x+17
Given that (x+17) was 60% of the sum of their marks.
⇒(x+17)=60/100(2x+17)==> 5x+85=6x+51
X=34
Then (x+17)=34+17=51

Incorrect

Let the marks secured by them be x and (x+17)
sum of their marks =x+(x+17)=2x+17
Given that (x+17) was 60% of the sum of their marks.
⇒(x+17)=60/100(2x+17)==> 5x+85=6x+51
X=34
Then (x+17)=34+17=51

Question 15 of 100

15. Question

The LCM of two numbers is 864 and their HCF is 144. If one of the number is 288, the other number is

Correct

Product of numbers = HCF × LCM
y = (864 × 144)/288 = 432

Incorrect

Product of numbers = HCF × LCM
y = (864 × 144)/288 = 432

Question 16 of 100

16. Question

A 56 liter mixture contains milk and water in the ratio of 5 : 2 . How much water should be added to the mixture so as make the resultant mixture containing 40% water in it?

Correct

In 56 l, milk = 5/(5+2) * 56 = 40 l, so water = 56 – 40 = 16 l
Final ratio of milk to water will be = 60 : 40 = 3 : 2
Let x litres of water to be added. So
40/(16+x) = 3/2
Solve, x = 32/3 l

Incorrect

In 56 l, milk = 5/(5+2) * 56 = 40 l, so water = 56 – 40 = 16 l
Final ratio of milk to water will be = 60 : 40 = 3 : 2
Let x litres of water to be added. So
40/(16+x) = 3/2
Solve, x = 32/3 l

Question 17 of 100

17. Question

The surface area of three adjacent faces of a cuboid are, p, q and r. Its volume is,

Correct

Incorrect

Question 18 of 100

18. Question

What is 40% of 50% of ^{3}⁄_{4} of 3200 ?

Correct

Incorrect

Question 19 of 100

19. Question

The Value of

Correct

Incorrect

Question 20 of 100

20. Question

Correct

Incorrect

Question 21 of 100

21. Question

A radio is sold at a profit of 20%. Had it been sold for ` 60 more the profit would have been 30%. The cost price of the radio is :

Correct

Incorrect

Question 22 of 100

22. Question

ABC is a triangle right angled at C as shown in the figure. Which one of the following is correct?

Correct

Incorrect

Question 23 of 100

23. Question

Correct

Incorrect

Question 24 of 100

24. Question

Rs. 120 are divided among A, B, C such that A’s share is Rs. 20 more than B’s and Rs. 20 less than C’s. What is B’s share

Correct

Let C = x. Then A = (x—20) and B = (x—40).
x + x – 20 + x – 40 = 120 Or x=60.
A:B:C = 40:20:60 = 2:1 :3.
B’s share = Rs. 120*(1/6) = Rs. 20

Incorrect

Let C = x. Then A = (x—20) and B = (x—40).
x + x – 20 + x – 40 = 120 Or x=60.
A:B:C = 40:20:60 = 2:1 :3.
B’s share = Rs. 120*(1/6) = Rs. 20

Question 25 of 100

25. Question

One of the number in the series is wrong, find the wrong number in the series :-
36 , 43 , 49 , 54 , 60 , 61 , 63 , 64

Correct

The difference between two consecutive number is decreasing by 1 at each step

Incorrect

The difference between two consecutive number is decreasing by 1 at each step

Question 26 of 100

26. Question

The average of the first five multiples of 9 is:

Correct

Incorrect

Question 27 of 100

27. Question

The average weight of 3 men A, B and C is 84 kg. Another man D joins the group and the average now becomes 80 kg. If another man E whose weight is 3 kg more than that of D, replaces A, then the average weight of B, C, D and E becomes 79 kg. Then weight of A is :

Correct

Total weight of A, B and C = 84 × 3 = 252 kg.
Total weight of A, B, C and D = 80 × 4 = 320 kg.
So, weight of D = 320 – 252 = 68 kg.
ATQ, weight of E = 68 + 3 = 71 kg.
Total weight of B, C, D and E = 79 × 4 = 316 kg.
So, weight of A = 320 – 316 + 71
= 75 kg

Incorrect

Question 28 of 100

28. Question

If a and bare two odd positive integers, by which of the following positive integers is (a^4−b^4) is always divisible?

Correct

a^4−b^4=(a^2+b^2)(a^2−b^2)
=(a^2+b^2)(a+b)(a−b)
first factor (a^2+b^2)(a^2+b^2) is sum of squares of two odd numbers each of which should be odd and so the sum should be even and must have a factor of 2.
The second and third factors are the sum and subtraction of two odd numbers, and so each is even having a factor of 2.
All three terms of the product expansion then have a 2 as a factor. Three 2s multiplied together then makes 8 as the number that will always divide the given expression.

Incorrect

a^4−b^4=(a^2+b^2)(a^2−b^2)
=(a^2+b^2)(a+b)(a−b)
first factor (a^2+b^2)(a^2+b^2) is sum of squares of two odd numbers each of which should be odd and so the sum should be even and must have a factor of 2.
The second and third factors are the sum and subtraction of two odd numbers, and so each is even having a factor of 2.
All three terms of the product expansion then have a 2 as a factor. Three 2s multiplied together then makes 8 as the number that will always divide the given expression.

Question 29 of 100

29. Question

The radii of the base of a cylinder and a cone are in the ratio √3:√2 and their heights are in the ratio of √2:√3. Their volumes are in the ratio of,

Correct

Incorrect

Question 30 of 100

30. Question

In a triangle ABC, points P, Q and R are the mid-points of the sides AB, BC and CA respectively. If the area of the triangle ABC is 20 sq. units, find the area of the triangle PQR

Correct

Incorrect

Question 31 of 100

31. Question

In triangle ABC, DE || BC and ^{AD}⁄_{DB} = ^{3}⁄_{5} If AC = 5.6 cm, find AE

Correct

Incorrect

Question 32 of 100

32. Question

If sinθ+ sin^{2}θ = 1, then which of the following is true?

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Incorrect

Question 33 of 100

33. Question

In triangle ABC, AD is the bisector of angle A , if AC = 4.2 cm., DC = 6 cm., BC = 10 cm., find AB.

Correct

Incorrect

Question 34 of 100

34. Question

The centroid of a triangle, whose vertices are (2, 1), (5, 2) and (3, 4) is

Correct

Incorrect

Question 35 of 100

35. Question

The least number which when divided by 4, 6, 8, 12 or 16 leaves a remainder of 2 in each case is:

Correct

LCM of (4, 6, 8, 12, 16)
⇒ 16 × 3 = 48
∴The number when divided by (4, 6, 8, 12, 16) leaves remainder 2 is
= 48 + 2 = 50

Incorrect

LCM of (4, 6, 8, 12, 16)
⇒ 16 × 3 = 48
∴The number when divided by (4, 6, 8, 12, 16) leaves remainder 2 is
= 48 + 2 = 50

Question 36 of 100

36. Question

In a college there are 60% female students. 50 % of all the male students are in computer department. If there are total 62% students in computer department out of total 2400 students, then the no. of female students who are in computer department ?

Correct

Let 60% students are female and 40% are male.
Then,(50%male) 20% of male are in computer department and (62-20)42% are female in computer department.
Female in computer department = (2400 *42) /100
= 1008.

Incorrect

Let 60% students are female and 40% are male.
Then,(50%male) 20% of male are in computer department and (62-20)42% are female in computer department.
Female in computer department = (2400 *42) /100
= 1008.

Question 37 of 100

37. Question

In triangle ABC, angle B is a right angle. If (AC) is 6 cm, and D is the mid-point of side AC. The length of BD is

Correct

Incorrect

Question 38 of 100

38. Question

Consider the triangle ABC with vertices A (–2, 3), B (2, 1) and C (1, 2).
What is the circumcentre of the triangle ABC ?

Correct

Incorrect

Question 39 of 100

39. Question

In a triangle PQR, point X is on PQ and point Y is on PR such that XP = 1 5 units, XQ = 6 units, PY = 2 units and Y R = 8 units. Which of the following are correct?
1. QR = 5XY
2. QR is parallel to XY.
3. Triangle PYX is similar to triangle PRQ.

Correct

Incorrect

Question 40 of 100

40. Question

If x= rsinαcosβ, y= rsinαsinβ and z=rcosα, then,

Correct

Incorrect

Question 41 of 100

41. Question

Ajit has a certain average for 9 innings. In the tenth innings, he scores 100 runs thereby increasing his average by 8 runs. His new average is:

Correct

Incorrect

Question 42 of 100

42. Question

Correct

Incorrect

Question 43 of 100

43. Question

If 4 + 3tanα=0 where ^{π}⁄_{2}<α<π, the value of 2cotα − 5cosα + sinα2 is,

Correct

Incorrect

Question 44 of 100

44. Question

The number 45 is written as a sum of four numbers so that when 2 is added to the first number, 2 is subtracted from the second number, the third number is multiplied by 2 and the fourth divided by 2, the results we get are the same. The four numbers are,

Correct

Incorrect

Question 45 of 100

45. Question

In the adjoining the figure, points A, B, C and D lie on the circle. AD = 24 and BC = 12. What is the ratio of the area of the triangle CBE to that of the triangle ADE

Correct

Incorrect

Question 46 of 100

46. Question

If ages of three boys are in the ratio of 3 : 5 : 7 at an average of 15 years, the age of the youngest boy is,

Correct

Incorrect

Question 47 of 100

47. Question

A sells an article to B at a profit of 10% B sells the article back to A at a loss of 10%. In this transaction:

Correct

Incorrect

Question 48 of 100

48. Question

If a = secθ + tanθ then value of:

a^{2} -1

a^{2} +1

Correct

Incorrect

Question 49 of 100

49. Question

If 5 men or 9 boys can do a piece of work in 15 days then 10 men 12 boys can finish the same work in

Correct

Incorrect

Question 50 of 100

50. Question

In a triangle ABC, the internal bisector of the angle A meets BC at D. If AB = 4, AC = 3 and ∠A = 60 , then the length of AD is

Correct

Incorrect

Question 51 of 100

51. Question

If asecθ + btanθ + c = 0, and psecθ + qtanθ + r = 0, then the value of (br−qc)^{2} – (pc−ar)^{2} is,

Correct

Incorrect

Question 52 of 100

52. Question

ABC is an equilateral triangle and X,Y and Z are the points on BC, CA and AB respectively such that BX = CY = AZ. Which of the following is/are correct?
1. XYZ is an equilateral triangle.
2. Triangle XYZ is similar to triangle ABC.
Select the correct answer using the code given below.

Correct

Incorrect

Question 53 of 100

53. Question

If sinαsinβ − cosαcosβ + 1 = 0, then the value of cotαtanβ is,

Correct

Incorrect

Question 54 of 100

54. Question

A can do half of a piece of work in one day whereas B can do full , B can do half the work as C in one day. Ratio of their efficiencies is

Correct

Incorrect

Question 55 of 100

55. Question

25% of 620 + 35% of 540 – 65% of 380 =

Correct

155 + 189 – 247 = 97

Incorrect

155 + 189 – 247 = 97

Question 56 of 100

56. Question

If a man were to sell his chair for Rs. 720, he would lose 25%. To gain 25% he should sell it for:

Correct

Incorrect

Question 57 of 100

57. Question

Vijay rows 3 km per hour in still water. if the river is running at 1 km per hour , it takes him 45 minutes to row to a place and back .How far is the place ?

Correct

Incorrect

Question 58 of 100

58. Question

A six digit number is formed by repeating a three digit number twice. For example, two such numbers are, 123123 and 728728. Any number of this form will always be divisible by,

Correct

abcabc = 10^5a +10^4b +10^3c +10^2a +10b +c
= (102a +10b +c)(103 +1)=(102a +10b+c)(103+1)
= 1001(100a +10b +c)
= 1001(100a +10b +c).
So the number is divisible by 1001, but not by 7, 11 or 13 alone as all of these three are factors of 1001.

Incorrect

abcabc = 10^5a +10^4b +10^3c +10^2a +10b +c
= (102a +10b +c)(103 +1)=(102a +10b+c)(103+1)
= 1001(100a +10b +c)
= 1001(100a +10b +c).
So the number is divisible by 1001, but not by 7, 11 or 13 alone as all of these three are factors of 1001.

Question 59 of 100

59. Question

The number of students in 3 classes is in the ratio 6:7:8. If 15 students are increased in each class this ratio changes to 9:10:11. The total number of students in the three classes in the beginning was

Correct

Let the number of students in the classes be 6x, 7x and 8x respectively;
Total students = 6x+7x+8x = 21x.
Then (6x+15)/(7x+15)=9/10
60x+150=63x+135
X=5.
Total students =21*5=105

Incorrect

Let the number of students in the classes be 6x, 7x and 8x respectively;
Total students = 6x+7x+8x = 21x.
Then (6x+15)/(7x+15)=9/10
60x+150=63x+135
X=5.
Total students =21*5=105

Question 60 of 100

60. Question

Waking 3/4 of his normal speed, Rabi is 16 minutes late in reaching his office. The usual time taken by him to cover the distance between his home and office:

Correct

Incorrect

Question 61 of 100

61. Question

A solid cone of height 9cm with diameter of its base 18cm is cut out from a wooden solid sphere of radius 9cm. The percentage of wood wasted is,

Correct

Incorrect

Question 62 of 100

62. Question

.

Correct

Incorrect

Question 63 of 100

63. Question

ABC is an equilateral triangle of side 2cm. With A, B, C as centre and radius 1 cm three arcs are drawn. The area of the region within the triangle bounded by the three arcs is,

Correct

Incorrect

Question 64 of 100

64. Question

A bank offers 5% interest compounded half yearly. A customer deposits Rs. 1600 each on 1st January and 1st July of a year . At the end of the year , the amount he would have gained by the way of interest is :

Correct

Incorrect

Question 65 of 100

65. Question

In the given fig. AB | | QR, find the length of PB.

Correct

Incorrect

Question 66 of 100

66. Question

A shopkeeper earns a profit of 12% on selling a book at 10% discount on the printed price. The ratio of the cost price and the printed price of the book is:

Correct

Incorrect

Question 67 of 100

67. Question

If the length of each side of a regular tetrahedron is 12cm, then the volume of the tetrahedron is,

Correct

Incorrect

Question 68 of 100

68. Question

The cost price of 19 articles is same as the selling price of 29 articles. What is loss percentage?

Correct

Incorrect

Question 69 of 100

69. Question

Some persons can do a piece of work in 12 Days . Two times the number of these persons will do half of that work in

Correct

Incorrect

Question 70 of 100

70. Question

If rate of interest is 4% compounded quarterly. What will be the amount if a man invests Rs. 2000 for 1 year?

Correct

Incorrect

Question 71 of 100

71. Question

A man sold two chairs at Rs. 1,200 each. On one he gained 20% and on the other he lost 20%. His gain or loss in the whole transaction is:

Correct

Incorrect

Question 72 of 100

72. Question

Ram starts walking . He walked 2 km in the first hour . Then he walked two-thirds of the distance of the previous hour in each next hour . If he walked continuously then how long could he walk maximum ?

Correct

Incorrect

Question 73 of 100

73. Question

If A,B and C together can finish a piece of work in 4 Days , A alone in 12 days and B in 18 Days, then C alone can do it in

Correct

Incorrect

Question 74 of 100

74. Question

A vendor sells his articles at a certain profit percentage. If he sells his article at 1/3 of his actual selling price, then he incurs a loss of 40%. What is his actual profit percentage?

Correct

Incorrect

Question 75 of 100

75. Question

If in △ABC, D and E are the two points on the sides AB and AC respectively so that DE||BC and ^{AD}⁄_{BD} = ^{2}⁄_{3}, then ^{(The area of trapezium DECB)}⁄_{(The area of △ABC)} is equal to

Correct

Incorrect

Question 76 of 100

76. Question

An equilateral triangle BOC is drawn inside a square ABCD. If angle AOD= 2θ, what is tanθ equal to ?

Correct

Incorrect

Question 77 of 100

77. Question

The value of:

cotθ + cosecθ − 1

cotθ – cosecθ − 1

Correct

Incorrect

Question 78 of 100

78. Question

A man borrowed Rs.16000 from two persons. He paid 6% interest per annum to one and 10% interest per annum to the other. In the first year he paid a total interest of Rs.1120. How much did he borrow at each rate?

Correct

Incorrect

Question 79 of 100

79. Question

Two buses start from a bus terminal with a speed of 20 km/h at interval of 10 minutes. What is the speed of a man coming from the opposite direction towards the bus terminal if he meets the buses at interval of 8 minutes?

Correct

Incorrect

Question 80 of 100

80. Question

The radius of a cylinder is 10cm and height is 4cm. The number of centimetres that may be added either to the radius or to the height to get the same increase in volume is,

Correct

Incorrect

Question 81 of 100

81. Question

By selling a bicycle for Rs. 2,850, a shopkeeper gains 14%. If the profit is reduced to 8%, then the selling price will be:

Correct

Incorrect

Question 82 of 100

82. Question

The profit percentage on three articles A, B and C is 10%, 20%, and 25% and the ratio of the cost price is 1: 2: 4. Also the ratio of number of articles sold of A, B and C is 2: 5: 2, then overall profit percentage is:

Correct

Incorrect

Question 83 of 100

83. Question

Correct

Incorrect

Question 84 of 100

84. Question

A person sold a horse at a gain of 15%. Had he bought it for 25% less and sold it for Rs. 600 less, he would have made a profit of 32%. The cost price of the horse was:

Correct

Incorrect

Question 85 of 100

85. Question

If α + β + γ = π , then the value of (sin^{2}α+sin^{2}β−sin^{2}γ)is,

Correct

Incorrect

Question 86 of 100

86. Question

Two circles with centres A and B and radius 2cm touch each other externally at C. A third circle with centre at C and radius 2cm meets the other two at D and E on the same side of the line AB joining the two centres. Then the area of the quadrilateral ABED is,

Correct

Incorrect

Question 87 of 100

87. Question

David sells his Laptop to Goliath at a loss of 20% who subsequently sells it to Hercules at a Profit of 25%. Hercules, after finding some defect in the laptop, returns it to Goliath but could recover only Rs. 4.50 for every Rs. 5 he had paid. Find the amount at Hercules’ loss if David had paid Rs. 1.75 lakh for the laptop.

Correct

Incorrect

Question 88 of 100

88. Question

A square is inscribed in a right triangle with legs x and y and has common right angle with the triangle. The perimeter of the square is given by

Correct

Incorrect

Question 89 of 100

89. Question

At each corner of a triangular field of side lengths 26m, 28m and 30m, a cow is tethered by a rope of length 7m. The area (in sq m) ungrazed by the cows is,

Correct

Incorrect

Question 90 of 100

90. Question

It is 200 miles from Jaipur to Coimbatore . If a bus takes 2 hours to travel the first 75 miles.How long must the train take to travel the final 125 miles in order to have an average of 50 miles per hour for the entire trip ?

Correct

Incorrect

Question 91 of 100

91. Question

Arun bought toffees at 6 for a rupee. How many for a rupee he should sell to gain 20%?

Correct

Incorrect

Question 92 of 100

92. Question

A piece of work which could be finished in 9 days was finished 3 days earlier after 10 more men joined .The number of men employed was

Correct

Incorrect

Question 93 of 100

93. Question

The height of a cone is 30cm. A small cone is cut-off at the top by a plane parallel to its base. If its volume is ^{1}⁄_{27}th of the volume of the cone, at what height above the base is the section made?

Correct

Incorrect

Question 94 of 100

94. Question

What will be the difference in annual simple and compound interests at the rate of 12%p.a on the sum Rs. 960 after 2 years compounded annually?

Correct

Incorrect

Question 95 of 100

95. Question

The largest sphere that can be carved out of a cube of side 7cm has a volume (in cm^{3}),

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Question 96 of 100

96. Question

Directions: The pie-chart given here shows expenditures incurred by a family on various items and their savings, which amounts to Rs. 8,000 in a month.
Study the charts and answer the questions based on the pie-chart.
Q. How much expenditure is incurred on education?

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Question 97 of 100

97. Question

Directions: The pie-chart given here shows expenditures incurred by a family on various items and their savings, which amounts to Rs. 8,000 in a month.
Study the charts and answer the questions based on the pie-chart.
Q. The ratio of the expenditure on food to the savings is

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Question 98 of 100

98. Question

Directions: The pie-chart given here shows expenditures incurred by a family on various items and their savings, which amounts to Rs. 8,000 in a month.
Study the charts and answer the questions based on the pie-chart.
Q. What is the total expenditure of the family for the month?

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Question 99 of 100

99. Question

Directions: The pie-chart given here shows expenditures incurred by a family on various items and their savings, which amounts to Rs. 8,000 in a month.
Study the charts and answer the questions based on the pie-chart.
Q. How much more amount is spent on food than on housing?

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Incorrect

Question 100 of 100

100. Question

Directions: The pie-chart given here shows expenditures incurred by a family on various items and their savings, which amounts to Rs. 8,000 in a month.
Study the charts and answer the questions based on the pie-chart.
Q. How much expenditure is incurred on other?