SSC CHSL Mock Test Quantitative Aptitude with Answers Important Questions
SSC CHSL Quantitative Aptitude Mock Test: Practicing Mock Tests can help you in many ways in your exam preparation. So start you preparation for Quantitative Aptitude Section with this 1^{st} Mock Test.
SSC CHSL Quantitative Aptitude Mock Test: Quantitative Aptitude can become one of the high scoring sections in SSC CHSL TierI Exam, if practiced well. Getting a good score in this section demands indepth knowledge of all the formulas and the pattern of the question asked. Therefore, rigorous practice is required for acing this section. For your practice, we have designed mock papers which will test your mathematical skills.
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We have covered the following five major categories of Quantitative Aptitude Section in this mock test:
1. Arithmetic
2. Algebra
3. Geometry and Mensuration
4. Trigonometry
5. Data Interpretation
Check Important Quantitative Aptitude Topics for SSC CHSL Exam
So, let’s start the practice with the 1st Quantitative Aptitude Mock Test. You must try to finish all the 25 questions within 25 minutes time duration. After attempting all the questions, you can assess your performance by checking answers alongwith their solutions which are given latter in this article.
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Quantitative Aptitude Mock Test1 
1. Sonal bought a box of chocolates to distribute them on her birthday in school. The box weighed 600 grams at the time of purchase. She distributed 3/4 th of the chocolates and now, the weight of the box is 240 grams. Find the weight of the empty box?
a) 200 grams
b) 150 grams
c) 180 grams
d) 120 grams
2. Five bells commence tolling together and toll at intervals of 3,6,9,12 and 15 seconds respectively. In 30 minutes, how many times do they toll together?
a) 4
b) 10
c) 15
d) 16
3. In an examination, 34% of the students failed in mathematics and 42% failed in English. If 20% of the students failed in both the subjects, then find the percentage of students who passed in both the subjects.
a) 40%
b) 41%
c) 43%
d) 44%
4. A person bought a horse and a carriage for Rs. 20,000. Later, he sold the horse at 20% profit and the carriage at 10% loss. Thus, he gained 2% in the whole transaction. The cost price of the horse was
a) Rs. 7, 200/
b) Rs. 7, 500/
c) Rs. 8, 000/
d) Rs. 9, 000/
5. A merchant has announced 25% rebate on prices of ready made garments at the time of sale. If a purchase need to have a rebate of Rs. 400/, then how many shirts, each costing Rs. 320/, should he purchase?
a) 10
b) 7
c) 6
d) 5
6. 15,000 is borrowed at C.I. at the rate of 2% for the first year, 4% for the second year and 5% for the third year. The amount to the paid after 3 years will be:
a) Rs. 18235.00
b) Rs. 18432.00
c) Rs. 18520.20
d) Rs. 16707.60
7. Two trains of equal length are running on parallel lines in the same direction at 78 km/hr and 68 km/hr. The faster train passes the slower train in 72 seconds. The length of each train is:
a) 100 m
b) 160 m
c) 180 m
d) 140 m
8. A man rows to a place 48 km distant and come back in 14 hours. He finds that he can row 4 km with the stream in the same time as 3 km against the stream. The rate of the stream is:
a) 1 km/hr
b) 1.5 km/hr
c) 2 km/hr
d) 2.5 km/hr
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9. A is 60% more efficient than B. How much time will they, working together, take to complete a job which A alone could have done in 28 days?
10. There are 6 consecutive odd numbers in increasing order. The difference between the average of the squares of the first four numbers and the last four numbers is 64. If the sum of the squares of the first and the last number (i.e. odd numbers) is 178, then the averages of all the six numbers is:
a) 8
b) 10
c) 12
d) 16
11. The average price of 20 is Rs. 18 while the average price of 18 of this pen is Rs. 15.50. Of the remaining two pens, if the price of one pen is double the price of the other, what is the price of each of these two pens?
a) 16,32
b) 20, 40
c) 27,54
d) 22, 44
12. In a group of four friends, Ram and shyam have equal weight .The ratio of weight of shyam and Pooja is 2: 3 and the ratio of weights of Ram and Neenu is 1: 2. If the average weight is 55 kgs. How many of them have weight equal to or greater than 60 kgs.
a) 1
b) 2
c) 3
d) 4
13. What is the third part if we divide 3300 into three parts in such that one third of the first part, half of the second part and one sixth of the third parts are equal?
a) 1360
b) 1410
c) 1800
d) 1020
15. P and Q are two alloys of Aluminium and Zinc prepared by mixing the respective metals in the ratio of 5:3 and 5:11 respectively. If the alloys P and Q are mixed to form a third alloy R with an equal proportion of Aluminium and Zinc, what is the ratio of alloys P and Q in the new alloy R?
a) 3:5
b) 4:5
c) 3:2
d) 2:3
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16. The measure of the angles of a quadrilateral taken in order are proportional to 1: 2 : 3 : 4, then the quadrilateral is:
a) Parallelogram
b) Trapezium
c) Rectangle
d) Rhombus
17. Find the length of the perpendicular from the point (3, – 2) to the straight line 12x – 5y + 6 = 0?
a) 8 units.
b) 7 units.
c) 4 units.
d) None of these
19. The ratio of the length of the parallel sides of a trapezium is 3:2. The shortest distance between them is 20 cm. If the area of the trapezium is 550 cm2, the sum of the lengths of the parallel sides is
a) 15 cm
b) 66 cm
c) 60 cm
d) 55 cm
20. The circumference of the base of a circular cylinder is 12π cm. The height of the cylinder is equal to the diameter of the base. How many litres of water can it hold?
a) 432 π cc
b) 336 π cc
c) 454 π cc
d) 254 π cc
21. Directions (2125): The following table shows the number of new employees added to different categories of employees in a company and also the number of employees from these categories that left the company every year since the foundation of the Company in 2000.
Year 
Scale 1 
Scale 2 
Scale 3 
Marketing 
Human Resource 

Join 
Left 
Join 
Left 
Join 
Left 
Join 
Left 
Join 
Left 

2000 
760 
 
1200 
 
880 
 
1160 
 
820 
 
2001 
280 
120 
272 
120 
256 
104 
200 
100 
184 
96 
2002 
179 
92 
240 
128 
240 
120 
224 
104 
152 
88 
2003 
148 
88 
236 
96 
208 
100 
248 
96 
196 
80 
2004 
160 
72 
256 
100 
192 
112 
272 
88 
224 
120 
2005 
193 
96 
288 
112 
248 
144 
260 
92 
200 
104 
21. What is the difference between the total number of Scale 1 added to the Company and the total number of Human resource added to the Company during the years 2001 to 2005?
a) 24
b) 45
c) 36
d) 40
22. What is the total number of employees working in marketing department of the Company in 2004?
a) 1670
b) 1716
c) 1710
d) 1800
23. What is the percentage increase in the number of employees working in Scale 2 of the Company from 2000 to 2005?
a) 46
b) 52
c) 58
d) None of these
24. What is the approximate average of the total number of employees of all categories in the year 2001?
a) 1005
b) 934
c) 1094
d) 1104
25. During the period between 2003 to 2005 the total number of scale 2 who left the Company is what percent of total number of scale 3 who joined the Company in the same period?
a) 50.75
b) 55.5
c) 45.5
d) 47.5
Quantitative Aptitude Mock Test1: Answers with Solutions 
We have covered the following topics in the above Mock Test1:
Quantitative Aptitude Topics 
Number of Questions 
Number systems 
1 
HCF and LCM 
1 
Percentages, Profit & Loss and Interest 
3 
Simple and Compound Interest 
1 
Speed, Time & Distance 
2 
Time & Work 
1 
Averages 
2 
Ratio & Proportion 
2 
Quadratic Equation 
1 
Mixture & Alligation 
1 
Geometry 
2 
Trigonometry 
1 
Mensuration 
2 
Data Interpretation 
5 
Total 
25 
The difficulty level of the above mock test was ranging between easy to difficult level and a good score would lie between 17 to 20 marks. Don’t stop your practice until you achieve efficiency and accuracy. Try another mock test here – Quantitative Aptitude Mock Test.
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