Logarithm and A...

The value of $$(\sqrt 8)^{\tfrac 13}$$ is

Simplify $$(32)^{\displaystyle \frac {-2}{5}}\, \div\, (125)^{\displaystyle \frac {-2}{3}}$$

If x = 2, y = 3 then $$\displaystyle \frac {1}{x^y}\, +\, \displaystyle \frac {1}{y^x}$$ = .........

$$\left ( \displaystyle \frac {16}{81} \right )^{\displaystyle \frac {3}{4}}$$ = ..........

The value of $$(3^{0} - 4^{0})\, \times\, 5^2$$ is

The value of $$[ (-2)^{(-2)} ]^{(-3)}$$ is

$$(64)^{\displaystyle \frac {-2}{3}}\, \times \left ( \displaystyle \frac {1}{4} \right )^{-3}$$ equals to

The value of $$\left ( \displaystyle \frac {-1}{216} \right )^{-2/3}$$ is

The value of $$(256)^{\dfrac 54}$$ is

Which of the following values are equal?
I. $$1^4$$