SSC MTS 2019 Question Paper Shift 3 (Aug 22nd)
For the following questions answer them individually
x is the greatest number by which, when 2460, 2633 and 2806 are divided, the remainder in each case is the same. What is the sum of digits of x?
The given Bar Graph presents the number of different types of vehicles exported by a company in 2017 and 2018.
The average export of vehicles in 2018 is what percent more than the export of vehicle A in 2017?
If the compound interest in the third year at 8% p.a. on certain sum is ₹3600, then what is the difference between the compound interest in the $$4^{th}$$ and $$5^{th}$$ year? (nearest to an integer in ₹)
If the simple interest on a sum of ₹x at 6 % p.a. for two years is double the simple interest on another sum of ₹y at 9% per annum for three years, then which of the following is true?
The average of 12 numbers is 18.5. The average of the first six numbers is 16.8 and that of the last seven numbers is 17.4. If the $$6^{th}$$ number is excluded, then what is the average (correct to one decimal place) of the remaining 11 numbers?
The given Bar Graph presents the number of different types of vehicles exported by a company in 2017 and 2018.
What is the ratio of the total number of vehicles exported in 2017 of types B, C and D to that of vehicles exported in 2018 of the types A, D and E?
Amit bought an article for ₹310 and sold it at a loss of 25 %. With this money, he bought another article and sold it at a gain of 40%. What was his overall gain or loss percent?
To do a certain work, the ratio of efficiencies of A and B is 3 : 7. Working together, they can complete a work in 14 days. B started the work and after working for 8 days, he left and A completed the remaining work. For how many days did A work?
A and B can complete a certain work in 24 days and 42 days respectively. A started the work and after x days, B joined him and the whole work was completed in 20 days. The value of x is:
A boat goes a distance of 4 km upstream in 2 hours and the same distance downstream in 20 minutes. How long will it take to go $$10\frac{1}{2}$$ km in still water?
