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The product of \sqrt{24a} and \sqrt{6a} is:

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\sqrt{\frac{a^2}{16}+\frac{a^2}{25}}=

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\sqrt{x^2+y^2} is equal to:

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If length of a rectangular field is twice that of its width. What is the perimeter of the field if its area is 1152 m^2?

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How many 1 cm square pieces of paper can Rachael cut from a square sheet of paper with a side length of 2.1m?

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A square lawn having area 0.25 sq km has to be enclosed with iron railings at the rate of Rs.101 per metre. What will be its cost?

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A rectangular field which is 10 times as long as its breadth has an area of 75690 sq m. What is its perimeter?

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The difference between the first two perfect squares that end with 9 is:

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An instructor having 9224 students under him, arranges them into a square and finds 8 students to be excess. What is the number of students in the front row?

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The size of the square which can be made using 256 square shapes with a side length of 6 cm is:

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The product of 313 with itself is:

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What is the smallest number which when subtracted from 1.00060219 gives a perfect square number?

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The cost of the planting sugarcane at the rate of 6 paisa per square meter is Rs.5840.64. What is the length of side of this square field:

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A rectangular field which is twice as long as it is broad, has an area of 14450 m^2, what is its perimeter?

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What is the least positive integer which is to be added to 57592910 so that sum may be a perfect square?

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Three bells toll after intervals of 6, 9 and 15 minutes, respectively. If they toll together at 5 p.m., when will they toll together next?

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The chairs in the school hall can be set out in 35 equal rows or in 45 equal rows or in 105 equal rows are:

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Ahmed has a rectangular garden measuring 4.32m by 3.36m. He wants to divide it into square plots of equal size. What is largest size square he can use?

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The greatest number which divides 2400 and 3600 leaving 48 and 60 respectively, as remainder is:

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If, x^x\sqrt{x}=(x\sqrt{x})^x, then x=

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The least number which when divided by 12, 15 and 18 leaves 5 as remainder in each case is:

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Find the greatest number of 4 digits which when divided by 18, 24, 30 and 36 leaves a remainder 17 in each case.

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The product of two numbers is 2500. If their L.C.M. is 125, then their H.C.F. is:

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If the L.C.M. and H.C.F. of two numbers are 150 and 30 respectively, and one of the numbers is 18, find the other number?

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How many whole bricks 6 X 12 X 24 cm will be sufficient to construct a solid cube of minimum size?

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