Logarithm and A...

$$a^0=1$$ is true for all $$a$$ except

If $$\displaystyle \log _{x}y=100\: and\: \log _{2}x=10 $$ then the value of y is

If $$\displaystyle x=\frac{y}{(1+a)^p}$$, then $$p$$ is equal to

Which of the following expresses product law of exponents?

In simplified form, $$((3)^{0} + (5)^{0})^{0}$$ is equal to:

Find the value of $$(6)^{0} - (10)^{0}$$

The expression $$((2)^{0} + (3)^{0} + (5)^{0})^{0}$$ is equal to _____

The value of $$(10)^{0} \times (20)^{0}\times (30)^{0}$$ is:

Which of the following is equal to $$1$$?

Simplify: $$\left((9)^{0} + (11)^{0} + (13)^{0}\right) \div (23)^{0}$$