SSC GD 1st Feb 2023 Shift 1

Instructions

For the following questions answer them individually

SSC GD 1st Feb 2023 Shift 1 - Question 41


Find the absolute difference between the greatest 3-digit number and the smallest 4-digit number divisible by 12, 25 and 18.

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SSC GD 1st Feb 2023 Shift 1 - Question 42


A shopkeeper announces the following three discount schemes on the purchase of an article. Which of these schemes is the best scheme for a customer?
A. Two successive discounts of 15% and 18%
B. Buy 6 articles and get 2 free
C. A flat discount of 30%

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SSC GD 1st Feb 2023 Shift 1 - Question 43


If 12 men or 9 women can do a piece of work in 36 days, then how many days will 16 men and 18 women take to finish the same work?

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SSC GD 1st Feb 2023 Shift 1 - Question 44


The current birth rate per ten thousand is 450, whereas the corresponding death rate is 120 per ten thousand. Find the net growth rate in terms of the population increase in percentage.

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SSC GD 1st Feb 2023 Shift 1 - Question 45


On mixing two classes A and B of students having average marks 50 and 80, respectively, the average marks obtained is 60. Find the respective ratio of the students in the classes A and B.

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SSC GD 1st Feb 2023 Shift 1 - Question 46


A can paint 5 chairs in an hour and B can paint 3 chairs in an hour. Determine how much time they will require to paint 40 chairs when they work together.

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SSC GD 1st Feb 2023 Shift 1 - Question 47


The weights of two persons A and B are in ratio of 5 : 3 respectively. If the weight of A increases by 5% and the total weight of A and B becomes 92 kg with an increase of 15%, then find the percentage increase in the weight of B.
(Correct to 2 decimal places)

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SSC GD 1st Feb 2023 Shift 1 - Question 48


If a right circular cone of height 24 cm has a volume of $$392 \pi cm^{3}$$, then the curved surface area is:

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SSC GD 1st Feb 2023 Shift 1 - Question 49


The simplified value of $$\frac{5}{16}$$ of $$\frac{7}{8} \times 6 + 15 - 10$$

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SSC GD 1st Feb 2023 Shift 1 - Question 50


Find the mean proportional of squares of $$\frac{x}{y}$$ and $$\frac{y}{z}$$

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