Exponents and P...

The value of $$3^5 \div3^{-6}$$ is

For a non-zero integer $$x, (x^4)^{-3}$$ is equal 

If $$x$$ be any integer different from zero and $$m,n$$ be any integers then $$({x^m})^n$$ is equal 

For a non-zero integer $$x, x^{12} \div x^{7}$$ is equal to

$$\left(\dfrac {1}{10}\right)^0$$ is equal to

By solving $$(6^0 -7^0) \times (6^0+7^0)$$, we get ________.

For any two non-zero rational numbers $$x$$ and $$y, x^4 \div y^4$$ is equal to

The usual from for $$2.03\times 10^{-5}$$

$$\left(\dfrac {3}{4}\right)^5 \div \left(\dfrac {5}{3}\right)^5$$ is equal to

For any two non-zero rational numbers $$p, p^{13}\div p^8$$ is equal