Quantitative_Aptitude_mock_07 - Quiz

Q1 / 25 2.00 marks

A shopkeeper had 27 articles. He sold a part of it at 13% profit and the rest at 25% profit, so he made a total profit of 17%. How many articles did he sell at 25% profit?

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Q2 / 25 2.00 marks

The simple interest earned on a sum is 2% of the sum and the number of years of investment are twice the rate of interest. Find the rate of interest per annum.

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Q3 / 25 2.00 marks

If a sphere of radius 14 cm is cut into 343 identical spheres, then what is the increase in the total surface area?

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Q4 / 25 2.00 marks

Simplify the following expression: 6 ÷ 12 x 24 ÷ 4 - 15 - 4

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Q5 / 25 2.00 marks

A cube with side 4 cm contains a conical flask inside it. What can be the largest possible volume of the conical flask?

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Q6 / 25 2.00 marks

M and N started a business by investing ₹6400 and ₹7200 respectively. The ratio of share of profit received after one year is 4:9 respectively. If N invested for 12 months, then for how many months M invested his amount?

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Q7 / 25 2.00 marks

Maria baked a cake and sold it for Rs. 1,320, making a profit of 10%. She planned to bake another cake which costs the same to make and wants to ensure she makes a profit of 15% this time. At what price should Maria sell her next cake to achieve a 15% profit?

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Q8 / 25 2.00 marks

If you choose to walk diagonally, instead of on the two neighboring sides of a square, how much approximate percentage of the original distance can you save?

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Q9 / 25 2.00 marks

Find the number of triangles for which perimeter is 12 cm and the sides are integer.

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Q10 / 25 2.00 marks

A sum is lent for 2 years at 3X% per annum simple interest. If lent at (3X + 4)%, it earns Rs.600 more. Find the sum.

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Q11 / 25 2.00 marks

If a number A is 15% less than another number B and B is 15% less than 120, then A is equal to:

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Q12 / 25 2.00 marks

If sec 4ϕ = 1 _________ sin(2ϕ + 30°) , then the value of ϕ is

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Q13 / 25 2.00 marks

The perimeter of an isosceles triangle is 147 cm. If the base is 41 cm, find the length of each of the equal sides.

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Q14 / 25 2.00 marks

M and N walk along a circular track. They start at 7:00 a.m. from the same point in opposite directions. M and N walk at speeds of 4 rounds per hour and 3 rounds per hour, respectively. How many times will they cross each other before 8:30 a.m. on the same day?

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Q15 / 25 2.00 marks

Shikha bought a purse at 29% discount on its listed price. If no discount was given, then she would have to pay Rs.667 more. How much did she pay for the purse?

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Q16 / 25 2.00 marks

A man ordered a 6 inches circular pizza from LAGRANDS and then divided the pizza into 6 equal slices. Find the area of each slice (in square inches).

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Q17 / 25 2.00 marks

Which of the following is the same as the number x 21 ?

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Q18 / 25 2.00 marks

Due to some reason, some employees from dept X shifted to dept Y, and thereby the number of employees in the dept Y increased by 22.22%. All of them again shifted to dept X from dept Y. Then by what percentage (correct up to two decimal places) did the number of employees in dept Y decrease?

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Q19 / 25 2.00 marks

5 men and 8 women can complete a work in 12 days working together, while 3 men and 7 women together can complete the same work in 15 days. In how many days will 11 women complete the same work?

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Q20 / 25 2.00 marks

What value should come in place of question mark? √(144% of 625) - 376 ÷ (20 + 3 3 ) = ?

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Q21 / 25 2.00 marks

The average of the first 7 non-zero multiples of 17 is:

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Q22 / 25 2.00 marks

The distance (d) a moving body travels, varies directly with the time (t) when it moves. A man travels 36 km in 9 hours. Find the equation that relates d and t.

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Q23 / 25 2.00 marks

A cylindrical and a spherical rod both of radius 3 m is melted to form a cone of radius 6 m and height 15 m. Find the height of the cylindrical rod.

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Q24 / 25 2.00 marks

Which of the following schemes will give more discount to a customer? Scheme A: Buy 19 get 10 free. Scheme B: But 20 get 12 free.

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Q25 / 25 2.00 marks

The line y = mx + c passes through (5, 3). If the slope of line is 1, then find the value of c.

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