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Evaluate \(\sqrt{\dfrac{36.1}{102.4}} \)
\(\dfrac{x}{\sqrt{2.25}}=550 \), The value of x is
If \(\sqrt{24}=4.899 \), The value of \(\sqrt{\dfrac{8}{3}} \) is
Evaluate \(\sqrt{\dfrac{4}{3}}\sqrt{\dfrac{3}{4}} \)
Find the value of \(\sqrt{0.0009}\div\sqrt{0.01} \)
If \(\sqrt{2401}=\sqrt{7^x} \). The value of x is
Which of the following is the smallest number of 4 digits which is not a perfect square?
A gardener wants to plant 17956 trees and arranges then in such a way that there are as many rows as there are trees in a row. The number of trees in a row is
A group of students decided to collect as many rupees from each number of the group as is the number of members. If the total collection is Rs. 2209. The number of members in the group is
A general wishes to draw up his 36562 soldiers in the form of a solid square. After arranging, he found some of them are left. How many are left ?
So, 81 are left
Find the value of \(\sqrt{\dfrac{0.289}{0.00121}} \)
If \( \sqrt{75.24+x}=8.71\). The value of x is
If \(\sqrt3=1.732 \), The value of \(\dfrac{1}{\sqrt3} \) is
Which of the following would end with digit 1?
The sum of squares of two numbers is 145. If square root of one number is 3. Find the other number
Let two numbers be x and y
How many natural numbers lie between \(9^2 \) and \(10^2 \)?
There are 2n non perfect square numbers between the squares of n and (n+1)
So, between square of 9 and 10 there are natural numbers.
Find the smallest number by which 3645 should be divided to get a perfect square
So, 5 must be divided