Question

Express in exponential form. x = logby

Answer 1

X = log (base b) y
The base of the log becomes the base of the exponent.
The x and y switch.
b^x = y

Answer 2

Answer:

In exponential form given equation is expressed as $b^x=y$

Step-by-step explanation:

Given equation is $x=log_b\,y$

We use the following logarithmic result,

$a^{log_a\,x}=x$

Consider,

$x=log_b\,y$

Take both to the power of b.

$b^{x}=b^{log_b\,y}$

$b^x=y$

Therefore, In exponential form given equation is expressed as $b^x=y$