SSC GD 13th Jan 2023 Shift 3

Instructions

For the following questions answer them individually

SSC GD 13th Jan 2023 Shift 3 - Question 41


The marked price of a bedsheet is 14 percent more than its cost price. If a discount of 14 percent is given on the marked price. What is the gain or loss percent?

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SSC GD 13th Jan 2023 Shift 3 - Question 42


An almirah was brought for Rs.14,360 and Rs.240 was spent on its transportation. At what price should it be sold, to gain 15%?

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SSC GD 13th Jan 2023 Shift 3 - Question 43


A car covers a distance of 1080 km in 240 minutes. What is the speed of the car in m/sec?

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SSC GD 13th Jan 2023 Shift 3 - Question 44


A single discount equivalent to successive discounts of 10%, 20% and 40% on marked price is:

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SSC GD 13th Jan 2023 Shift 3 - Question 45


Om decided to order 12 percent more millet flour for his bakery than last year. If he ordered 240 kg last year, then how much quantity of millet flour should he order this year?

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SSC GD 13th Jan 2023 Shift 3 - Question 46


A, B and C together can complete a piece of work in 40/3 days. All three started working at it together and after 5 days A left. Then B and C together completed the remaining work in 17 days. Find the number of days (approximately) in which A alone can complete the total work.

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SSC GD 13th Jan 2023 Shift 3 - Question 47


Find the mean proportional of $$(x + y)^{4}$$ and $$(x - y)^{4}$$

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SSC GD 13th Jan 2023 Shift 3 - Question 48


Ravish travelled the first 20 km of an entire distance at a speed of 12 km/h; the next 25 km at a speed of 10 km/h and the remaining distance at a speed of 15 km/h. If his overall average speed was 13.5 km/h, what was the distance that Ravish travelled at a speed of 15 km/h?

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SSC GD 13th Jan 2023 Shift 3 - Question 49


75% of first number is equal to 60% of second number. What is the ratio of the first number and second number?

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SSC GD 13th Jan 2023 Shift 3 - Question 50


A toy is in the form of a cone mounted on a hemisphere. The radius of the hemisphere and that of the cone is 7 cm and height of the cone is 5 cm. The total surface. area of the toy (take $$\pi = \frac{22}{7}$$) is (rounded off to two places of decimal):

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