Quiz20

Quiz20

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If (3a +6b +c +2d) x (3a - 6b - c +2d) = (3a - 6b +c- 2d) x (3a +6b - c- 2d), then which one of the following is correct ?

CDS II 2023

ab = cd
ac = bd
ad = bc
ad + bc = 0

What is the largest power of 10 that divides the product 29×28×27 x...2×1?

CDS I 2023

4
5
6
7

If a, b, c, d, e and f satisfy 2a = 3b = 6c = 9d = 12e = 18f, then what is the value of (a + b)/(c + d + e + f)?

CDS I 2023

4/7
2
5/2
9/2

The age of Q exceeds the age of P by 3 years. The age of R is twice the age of P and the age of Q is twice the age of S. Further, the age difference of R and S is 30 years. What is the sum of the ages of P and Q?

CDS I 2023

35 years
38 years
39 years
45 years

For what values of m, is mx² + mx + x8 + 9 a perfect square?

CDS I 2023

1, 4
4, 9
9, 16
4, 16

If bc + cd = 2bd and a + c = 2b, then which one of the following is correct?

CDS II 2022

ab - cd = 0
ac - bd = 0
ad - bc = 0
ad + bc = 0

Given that

217x + 131y = 913

131x + 217y = 827

then x and y are respectively

66th BPSC

5 and 7
3 and 2
-5 and -7
None of the above

If x^3 – y^3 = 117/8 and x – y = 3/2 then the value of x^2 + xy + y^2 will be

65th BPSC

5/8
39/4
39/8
None of the above

If x + (1/y) = 1 and y + (1/z) = 1, then the value of z + (1/x) is

64th BPSC

1
2
x-y
None of the above

Father is aged 3 times more than his son after 8 years, he would be two and half times of his son's age. after further 7 years, how many times would he be of his son's age?

66th [RE] BPSC

39/15
33/15
47/33
None of the above

Suppose n is an integer such that the sum of the digits of n is 2, and 10¹⁰ <n < 10¹¹, The number of different values for n is

66th [RE] BPSC

20
11
2
0

What will be the constant term in the expansion of (x + 1/x)^6?

66th [RE] BPSC

6
15
20
None of the above

One fourth of the sum of the odd numbers greater than 14 but less than 50 is the square of -

UPPSC RO/ARO 2024

2
4
24
16

5 equivalent vertical lines are drawn on a board. 5 equidistant horizontal lines are also drawn on the board cutting the 5 vertical lines and the distance between any two consecutive horizontal lines is equal to that between any two consecutive vertical lines. What is the maximum number of squares, thus formed?

UPPSC RO/ARO 2024

16
26
30
25

If 2 is a zero of the polynomial p(x) = x³ + 3x² - 6x - a then what is the sum of the squares of the other zeros of the polynomial ?

CDS I 2024

10
17
21
37

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