SSC GD 8th Feb 2023 Shift 2

Instructions

For the following questions answer them individually

SSC GD 8th Feb 2023 Shift 2 - Question 41


Ajit takes twice as much time as Arun and thrice as much time as Sanjeev to complete a job. If working together, all three can complete it in 53 hours, then find the time taken by Sanjeev alone to complete the job.

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SSC GD 8th Feb 2023 Shift 2 - Question 42


In a school, 20% of the boys is the same in number as $$\frac{2}{3}$$ of the girls. What is the ratio of boys to girls in that school?

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SSC GD 8th Feb 2023 Shift 2 - Question 43


Amit can complete a piece of work in 120 days. Amit and Sejal can complete the same work in 72 days. They started together but Sejal left after working for 20 days. Find the approximate number of days in which Amit will complete the remaining work.

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SSC GD 8th Feb 2023 Shift 2 - Question 44


A person follows a strict diet and loses his weight from 80 kg to 72 kg in a month. The percent weight loss of the person is:

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SSC GD 8th Feb 2023 Shift 2 - Question 45


The marked price of an article is Rs.1000 and shopkeeper gave 40 percent discount.
What will be the selling price ?

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SSC GD 8th Feb 2023 Shift 2 - Question 46


Two years ago, the population of a city was 260000. If the population is depreciating by 4% every year, its present population now is:

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SSC GD 8th Feb 2023 Shift 2 - Question 47


Three runners start running on a circular track. They start from the same point at 6 AM and take 12 seconds, 15 seconds and 24 seconds respectively to finish 1 round. At what time will they meet again at the starting point?

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SSC GD 8th Feb 2023 Shift 2 - Question 48


A man rows downstream to some destination and returns in 3 hours. If the speed of the boat in still water and the speed of stream are 6 km/h and 3 km/h, respectively, then the distance of the destination from the starting place is:

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SSC GD 8th Feb 2023 Shift 2 - Question 49


How many two-digit numbers are divisible by 6?

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SSC GD 8th Feb 2023 Shift 2 - Question 50


The curved surface area of a cone is 1100 $$cm^{2}$$. If the diameter of the cone is 28 cm, then the slant height of the cone is:

(Use $$\pi = \frac{22}{7}$$)

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