Maths MCQs

The cost price of a bat is 75% of the marked price. Calculate the gain percentage after allowing a discount of 15%.

The cost price of a bat is 75% of the marked price. Calculate the gain percentage after allowing a discount of 15%. Optionsa) 18.61%b) 25.6%c) 21.33%d) 13.33% Solution As per questionDiscount = 15%SP = MP -DP = SP – CP P% = Let the MP = 100CP = = 75SP = = 85P = 85

The cost price of a bat is 75% of the marked price. Calculate the gain percentage after allowing a discount of 15%. Read More »

The salary of a worker is first increased by 25%, then it is decreased by 12%. The percentage change in his salary is:

The salary of a worker is first increased by 25%, then it is decreased by 12%. The percentage change in his salary is: Optionsa) 10% decreaseb) 10% increasec) 13% increased) 13% decrease Solution As per questionLet salary = 100After increased = 125decreased in 12% = = 15125 – 15 = 110Percentage change = 110 –

The salary of a worker is first increased by 25%, then it is decreased by 12%. The percentage change in his salary is: Read More »

A policeman noticed a thief at a distance of 500 metres. The policeman started running and the thief also started running at the same time. The thief is running at a speed of 15 km/h. It took 15 minutes for the policeman to catch the thief. Find the speed of the policeman (in km/h).

A policeman noticed a thief at a distance of 500 metres. The policeman started running and the thief also started running at the same time. The thief is running at a speed of 15 km/h. It took 15 minutes for the policeman to catch the thief. Find the speed of the policeman (in km/h). Optionsa) 10b) 11c) 12d)

A policeman noticed a thief at a distance of 500 metres. The policeman started running and the thief also started running at the same time. The thief is running at a speed of 15 km/h. It took 15 minutes for the policeman to catch the thief. Find the speed of the policeman (in km/h). Read More »

Places A and B are 20 km apart on the highway. A car starts from A and another from B at the same time. If the cars travel in the same direction at different speeds, they meet in one hour. If they travelled towards each other, they meet in 12 minutes. What are the speeds (in km/h) of two cars?

Places A and B are 20 km apart on the highway. A car starts from A and another from B at the same time. If the cars travel in the same direction at different speeds, they meet in one hour. If they travelled towards each other, they meet in 12 minutes. What are the speeds (in km/h) of

Places A and B are 20 km apart on the highway. A car starts from A and another from B at the same time. If the cars travel in the same direction at different speeds, they meet in one hour. If they travelled towards each other, they meet in 12 minutes. What are the speeds (in km/h) of two cars? Read More »

If the sum of three numbers is 18 and the sum  of their squares is 36, then find the difference between the sum of their cubes and three times of their product.

If the sum of three numbers is 18 and the sum  of their squares is 36, then find the difference between the sum of their cubes and three times of their product. Optionsa) -1944b) 1449c) 4149d) -1494 Solution As per question The sum of the three numbers is 18a+b+c = 18The sum of their squares

If the sum of three numbers is 18 and the sum  of their squares is 36, then find the difference between the sum of their cubes and three times of their product. Read More »

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