JKSSB Assistant Compiler Mock Test Mathematics Portion | Download Here ©www.kashmirstudent.com
JKSSB Assistant Compiler Mock Test Mathematics Portion Part-I | ©www.kashmirstudent.com
1. 100 Kashmiri apples are bought at the rate of Rs. 600. Each Kashmiri apple
weighs 200 gms. They are then sold at the rate of 60 per kg. Find the profit
percentage.
a. 50%
b. 100%
c. 33.33%
d. 11.11%
2. There are four picture cards, one of a dog, one of a rat, one of a sparrow and the fourth is of a crow. The four cards are shuffled and a card is drawn. The card is then shuffled again and another card is drawn. Find the probability that no card is a card with a bird.
A. 4
b. ½
c. 9/16
d. ¼
3. How many bags of grain can be stored in a cuboid granary 10 m * 5 m * 4 m,
If each bag occupies a space of 0.50 m³?
a. 400 bags
b. 4 bags
c. 40 bags
d. 200 bags
4. The formula to calculate the volume of a cuboid is:
a. 2(lb+bh+hl)
b. a³
c. (l*b*h)
d. 6a²
5. Abdul took a loan of Rs. 16000 at simple interest, for 8 years. He paid Rs 10240 as interest. What was the rate of interest per annum?
a. 10%
b. 4%
c. 8%
d. 6%
6. A solid cylinder of radius r and height h is placed over other cylinder of same height and radius. The total surface area of the shape so formed is:
a. 4 𝝅 rh + 4 𝝅 r²
b. 2 𝝅 rh + 2 𝝅 r²
c. 4 𝝅 rh + 2 𝝅 r²
d. 4 𝝅 rh – 2 𝝅 r²
7. A merchant purchased 60 kgs of wheat for Rs. 720. He then sold them at the
rate of Rs. 10.50 per kg. Find the profit or loss percent.
a. 12.5% gain
b. 12.5% loss
c. 15% loss
d. 15% gain
8. Find the 20th term for the given AP: 3, 5, 7, 9, ………
a. 24
b. 114
c. 41
d. 43
9. The compound interest on Rs. 10000, at 20% p.a. for 2 years is:
a. Rs. 14400
b. Rs. 14000
c. Rs. 4000
d. Rs. 4400
10. A person incurs a loss of 25% by selling watch for Rs. 1500. What was his Cost price?
a. Rs. 2400
b. Rs. 2000
c. Rs. 1220
d. Rs. 1500
11. The solution of the equation:
-5x – 4 = -14 is
A. X = -3
B. X = 2
C. X = -2
D. X = 3
12. A curtain rod in a combination of a cylinder of length 100 cm and radius 3cm with two hemispherical ends of diameter 6 cm. Find the total volume of
such a rod
a. 1008 𝝅
b. 1827 𝝅
c. 1227 𝝅
d. 926 𝝅
13. Solving the following pair of linear equations using elimination method
2x+4y=2, 4x+2y=2 we get
a. X = -1/3 , y = 1/3
b. X = 1/3, y = 1/3
c. X = ¼ , y = ½
d. X = 1/3, y = ½
14. Three cubes of copper whose sides are 3 cm, 5 cm, and 4 cm respectively are melted and formed into a single cube. Find out the measurement of the side of the new cube formed.
a. 216 cms
b. 8 cms
c. 6 cms
d. 12 cms
15. Find the value of 3{ (-6)+20} + (-7 + 9) (2) -16
a. 30
b. 22
c. 38
d. 34
JKSSB Assistant Compiler Mock Test Mathematics Portion Part-II | ©www.kashmirstudent.com
1. Abhishek borrowed ₹750 for a period of 6 years at the rate of 4% per annum. After fixed time, he cleared of his debt by paying ₹300 in cash and a radio set. Find the price of the radio set.
A. ₹ 580
B. ₹ 630
C. ₹ 625
D. ₹ 595
2. A sum of ₹ 800 is deposited in a bank at the rate of 5% simple interest per annum. In how many years will this sum become ₹ 1,000?
A. 4 years
B. 5 years
C. 3 years
D. 6 years
3. A man bought 6 oranges for a rupee and sold them at a profit of 20%. How many oranges for a rupee did he sell?
A. 6 Oranges
B. 5 Oranges
C. 4 Oranges
D. 3 Oranges
4. A shopkeeper buys a fan for ₹225. He wants to earn a profit of 8 per cent. At what price should he sell it?
A. ₹ 243
B. ₹ 250
C. ₹ 255
D. ₹ 240
5. Area of rectangular field is 726 sq. m. If the ratio between its length and breadth be 3 : 2, find the length and breadth.
A. 33m, 22m
B. 44 m, 11m
C. 22 m, 11 m
D. 30 m, 25 m
6. A rectangular photograph is 12 cm. long and 9 cm. broad. What length of the wooden frame would be needed for framing it? What will be the cost of the frame if one meter of the wood cost rupee one?
A. 42 cm, 42 p
B. 40 cm, 40 p
C. 38 cm, 42 p
D. 44 cm, 44 p
7. A tank is 8 metres long, 5 metres broad and 2 metres high. How much water can be contained in it?
A. 80 m3
B. 70 m3
C. 60 m3
D. 52 m3
8. The surface area of a cube is 600 cm2
. The length of its diagonal is :
A. 10/√3 cm
B. 10/√2 cm
C. 10√3 cm
D. 10√2 cm
9. Question based on BODMAS
10. What is the value of
(2.70 x 2.70 + 4.30 x 4.30 + 8.60 x 2.70) / (2.70 + 4.30) ?
A. 6.8
B. 7.0
C. 7.6
D. 8.5
11. The first, second and third class fares between two stations are in the ratio of 6 : 4 : 1 and travellers of these three classes are in the ratio of 2 : 5 : 50. If total income being accrued from these three classes is ₹ 12,300, then income from the travellers who travel in third class is:
A. ₹ 8100
B. ₹ 8200
C. ₹ 7500
D. ₹ 9000
12. 6 men earn that much amount as is earned by 7 women, 2 women earn that much amount as is earned by 3 boys and 4 boys earn that much amount as is earned by 5 girls. If a girl earns ₹ 8 per day then find the amount earned by a man in a day.
A. ₹ 18.50
B. ₹ 21.75
C. ₹ 28.50
D. ₹ 17.50
13. How many different words can be formed from the word DAUGHTER so that ending and beginning letters are consonants?
A. 7200
B. 14400
C. 360
D. None of these
14. Ten different letters of an alphabet are given. Words with five letters are formed from given letters. The number of words which have at least one letter repeated is
A. 30240
B. 66790
C. 69760
D. 99748
15. How many five-letter words can be formed such that the letters appearing in the odd position are taken from the unrepeated letters of the word MATHEMATICS whereas the letters appearing in the even positions are taken from amongst repeated letters?
A. 180
B. 120
C. 320
D. 540
JKSSB Assistant Compiler Mock Test Mathematics Portion Part-III | ©www.kashmirstudent.com
1. The first term of an Arithmetic Progression is 6 and the 13th term is 16 The
sum of the first 30 terms of the Arithmetic Progression is:
A. 440
B. -330
C. 660
D. 330
2. On substituting the value of x from the equation x-y = 1 in 2x + 3y = 4 we get
A. -2+ 4y =4
B. -2-4y =4
C. y=6
D. 6y =5
3. A metallic spherical shell of internal and external diameters 2 cm and 4 cm respectively, is melted and recast into the form of a cone with base diameter 4 cm. Find the height of the cone.
A. 16 cms
B. 7 cms
C. 14 cms
D. 5 cms
4. The cost price of 400 toys is the same as the selling price of x articles. If the profit is 25%, find out the value of x.
A. 800
B. 300
C. 500
D. 320
5. Solve :- 4( 10+15/5*4-2*2)
A. 88
B. 340
C. 72
D. 56
6. A mobile is purchased at Rs. 5000 and sold at Rs. 4400. Find the loss percentage.
A. 12 %
B. 10 %
C. 15 %
D. 20 %
7. In a swimming pool measuring 5O m * 40 m, 100 men take a dip. If the average displacement of water by a man is 5 𝒎𝟑, determine the rise in the water level.
A. 5 cms
B. 0.25 cms
C. 25 cms
D. 2.5 cms
8. Vandana paid Rs 8640 as interest on a loan she look for 6 year, at 12 % rate of simple interest. What was the Principal?
A. Rs 15000
B. Rs 12500
C. Rs 10000
D. Rs 12000
9. The formula to calculate the volume of a cylinder of base radius r and height h is:
A. 2𝝅𝒓𝟐
B. 2r𝝅 (r + h)
C. 𝝅𝒓𝟐h
D. 2𝝅rh
10. Calculate the profit %, if the cost price is 30% of selling price.
A. 42.85 %
B. 200%
C. 70 %
D. 233.33 %
11. A cylinder and a cone are of same base radius and of same height. The ratio of
the volume of the cylinder to that of the cone is:
A. 3 : 2
B. 3 : 1
C. 1 : 4
D. 4 : 3
12. Question based on BODMAS
13. A solid piece of copper in the shape of a cuboid of dimensions 49 cm * 33 cm* 24 cm, is melted into a solid sphere. Find out the radius of the sphere.
A. 22 cms
B. 24 cms
C. 21 cms
D. 18 cms
14. The compound interest on Rs 6000 at 2% per annum for 1 ½ years, compounded half yearly is:
A. Rs 1800
B. Rs 7986
C. Rs 7800
D. Rs 1986
15. The solution of the equation
-5x + 4= -11 is
A. x = 2
B. x = -3
C. x = 3
D. x = -2
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