SSC CGL 6th Dec 2022 Shift-1

Instructions

For the following questions answer them individually

Question 51

The value of $$97 \times 103$$ is _________

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Question 52

The simple interest received on a sum is 25/36 of the sum. The number of years is equal to the annual rate of interest. What is the annual rate of interest?

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Question 53

Two candidates P and Q contested in an election. 70% of the registered voters are P supporters. If 60% of the P supporters and 30% of the Q supporters are expected to vote for candidate P, then what percentage of the registered voters are expected to vote for candidate P?

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Question 54

If the length of certain rectangle is decreased by 4 cm and breadth is increased by 2 cm, it would result in a square of the same area. What is the perimeter of the original rectangle?

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Question 55

If $$x + \frac{1}{x} = 1$$, then the value of $$x^{12}+x^{9}+x^{6}+x^{3}+1$$ is:

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Question 56

The mid points of AB and AC of a $$\triangle$$ ABC are X and Y, respectively. If BC + XY = 24 units, then the value of BC − XY is:

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Question 57

Sonali applied for a job of Science teacher in a school. In the test for job, she scored 8 in Physics, 8 in Chemistry, 6 in Biology, and 6.5 in the interview. For calculating the final score, weightage of 2, 3, 3, and 4 were assigned to Physics, Chemistry, Biology and interview, respectively. What is the weighted average score of Sonali?

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Question 58

The given pie-chart represents the survey report on the favourite games of a group of young people.

If a total of 4980 persons were surveyed, how many of them said football is their favourite game?

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Question 59

Find the greatest number that will divide 49, 147 and 322 to leave the same remainder in each case

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Question 60

If $$b \sin \theta = a$$, then $$\sec \theta + \tan \theta =$$ ?

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