SSC CHSL 20th March 2023 Shift-2

Instructions

For the following questions answer them individually

Question 61

If $$\sin m + \sin n = p, \cos m + \cos n = q$$, then find the value of $$\sin m \times \sin n + \cos m \times \cos n$$.

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Question 62

Two medians NA and OB of $$\triangle$$NOP intersect each other at S at right angles. If NA = 15 cm and OB = 15 cm, then what is the length of OA?

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Question 63

A certain sum becomes 4 times of itself in 5 years at a rate of simple interest. In 15 years in will become how many times of itself at the game rate of simple interest?

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Question 64

O is the incentre of the $$\triangle$$PQR. If $$\angle$$POR = 120 degree, then what is the $$\triangle$$POR ?

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Question 65

What is the least possible value of p for which a number 84ppl 53p is divisible by 9?

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Question 66

If $$m^{2} - n^{2} = 2l$$ and m - n = 3 find the value of m + n.

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Question 67

P's income is 150 percent of Q's income and P's expenditure is 60 percent of Q's expenditure. If Q saves 20 percent of his income, then how much percentage does P save of his own income?

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Question 68

If a + b = 24 and 8ab = 256, then what is the value of $$3a^{2} + 3b^{2}$$?

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Question 69

On selling 14 notebooks a seller makes a profit equal to the selling price of 9 notebooks. Find his percent profit (selling price of all notebooks is same. Cost price of all notebooks is same).

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Question 70

The line graph shows the Production (in crores) of three companies over years. Find the year in which total production in company Z is 30 percent more than that of company X.

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