Question

Helpp!! Solve the exponential equation.

98x = 27

Answer 1

$98x = 27$ 

$98x = 27:x$  $|Solve \ for \ x|$ 

$x= \dfrac{27}{98}$  $|Divide \ both \ sides \ by \ 98|$

Answer 2

we are given the exponential function 98^x = 27. In this case, we are asked to solve for x. We both take the logarithm of both sides of the equation, that is x ln 98 = ln 27 ; x = ln 27 / ln 98 = 0.7188. we can use a calculator to verify the calculations.