In this article we are taking most refined sample questions that are taken from math section of CDSÂ question paper and presenting it to you, so have a look and see if you are comfortable in solving these kind of questions then only you have any chance of clearing the CDSÂ exam.
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CDS 2 2017 Elementary Mathematics Exam Important Questions
1. If the roots of the equation ![]() ![]() |
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a. 0 | ||
b. 1 | ||
c. 2 | ||
d. 3 | ||
Answer. a |
2. ![]() |
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a. -15 | ||
b. -5 | ||
c. 0 | ||
d. 5 | ||
Answer. c |
3. ![]() |
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a. ![]() |
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b. ![]() |
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c. ![]() |
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d. ![]() |
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Answer. c |
4. ![]() |
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a. a+b+c | ||
b. 3 | ||
c. 1 | ||
d. 0 | ||
Answer. c |
5. ![]() |
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a. p-q = 0 | ||
b. p+q-2 = 0 | ||
c. p+q-1 = 0 | ||
d. p-q-1 = 0 | ||
Answer. d |
6. ![]() |
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a. 0 | ||
b. 1 | ||
c. 2 | ||
d. 3 | ||
Answer. a |
7. The sum and difference of two expression are ![]() ![]() |
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a. (x+1) | ||
b. (x-1) | ||
c. (3x+7) | ||
d. (2x-3) | ||
Answer. b |
8. If (s-a)+(s-b)+(s-c) = s, then the value of ![]() |
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a. 3 | ||
b. 1 | ||
c. 0 | ||
d. -1 | ||
Answer. b |
9. Â ![]() |
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a. 1 | ||
b. 9 | ||
c. 10 | ||
d. 13 | ||
Answer. c |
10. Let p and q be non-zero integers. Consider the polynomial A(x) = x^2 + px+q It is given that (x – m) and (x – km) are simple factors of A(x), where m is a non-zero integer and k is a positive integer, k ≥ 2. Which one of the following is correct? | ||
a. |
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b. |
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c. |
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d. |
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Answer. b |
11. Let m be a non-zero integer and n be a positive integer. Let R be the remainder obtained on dividing the polynomial X^n + M^n by (x-m). Then | ||
a. R is a non-zero even integer | ||
b. R is odd, if m is odd | ||
c. R = s^2 for some integer s, if it is even | ||
d. R = t^3 for some integer t, if 3 divides n | ||
Answer. c |
12. ![]() |
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a. 7 | ||
b. 5 | ||
c. 3 | ||
d. 1 | ||
Answer. b |
13. if the linear factors of ![]() |
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a. (x-1)(a+1) | ||
b. (x+1)(a+1) | ||
c. (x-1)(a-1) | ||
d. (x+1)(a-1) | ||
Answer. d |
14. If ![]() ![]() |
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a. 0 | ||
b. 1 | ||
c. ab | ||
d. 2ab | ||
Answer. a |
15. ![]() |
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a. 7 | ||
b. 9 | ||
c. 11 | ||
d. 13 |
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