If$x^2+1/x^2=38$then what is the value of |x-1/x|?

$\sqrt{8+{\sqrt{8+{\sqrt{8+........}}}}}=x$ then x =?

$\sqrt{5+{\sqrt{5+{\sqrt{5+........}}}}}=x$find x

$\sqrt{-2{\sqrt{-2{\sqrt{-2........}}}}}=x$find x

$\sqrt{a{\sqrt{a\sqrt{a........}}}}=?$

If $\sqrt{21025} = 145$, then the value of $\sqrt{210.25}+\sqrt{2.1025} = ?$

If $5^a = 3125$, then the value of $5^{(a - 3)}$ is:

$(17)^{3.5} \times (17)^? = 17^8$

If $(x^{5/4})^x=(x^x)^{5/4}$ find x

$\sqrt{2}\times\sqrt{200}\times_3\sqrt{9}\times_3\sqrt{81}$

$1+(1/2)^{-1}+(1/3)^{-1}+(1/4)^{-1}=?$

$(x/y)^{5a-3}=(y/x)^{17-3a}$find a

$_4\sqrt{_3\sqrt{_2\sqrt{5}}}=?$

If $4^{(x -y) }= 64$ and $4^{(x + y) }= 1024$, then find the value of x.

If$9^x - 9^{x -1} = 648$, then find the value of $x^x$

$(1331)^{-(2/3)}=$

$\frac{0.96^3-0.1^3}{0.96^2+0.096+0.01}=?$

$\frac{(243+647)^2+(243-647)^2}{243\times243+647\times647}=?$

$\sqrt{324}+\sqrt{0.0169}-\sqrt{6.76}$ ന്റെ മൂല്യം

$\sqrt{0.01} \times \sqrt{0.0025} =$