Question

Write the equation in exponential form. Assume that all constants are positive and not equal to 1.logy(a) ==r

Answer 1

we have the expression

`\log _ya=r`

In the exponential form we have

`y^r=a`

in the given problem

y represents the base of the exponential equation

r represents the exponent of the base

a is the result of the base elevated to the exponent

general form

If you have

`\begin{gathered} \log _xy=a \\ \text{then} \\ x^a=y \end{gathered}`