The value of Let $$\left({\sqrt {1875}\over\sqrt { 3888}}÷{\sqrt {1200}\over\sqrt {768}} \right)\ × \left({\sqrt {175}\over\sqrt {1792}} \right)\ $$. Then $$ \sqrt { x}$$ is equal to:

The ratio of the square of a number and the inverse of its cube is 243/16807. what is the number?

What will come in the place of question mark (?) in the following question?

  $$?=5\sqrt{ \left(243 \right)^2}$$

Find the square root of (272² - 128²).

Which of the following quadratic equations has real roots?

If p = 124, $$3\sqrt{p(p^2-3p+3)-1}=?$$

The value of   $$2+\sqrt{0.09}-{^3\sqrt{0.008}}-75\% $$ of 2.80 is:

If p = 101, then the value of   $$3\sqrt{p(p^2-3p+3)}$$ is