Question

Graph y = log8^x and its inverse

Answer 1

Answer:

Third one will be correct.

Step-by-step explanation:

Given  : y =$log_{8}(x)$.

To find : Graph  and its inverse.

Solution : We have given that

y =$log_{8}(x)$.

For x - intercept , y =0.

y = 0

0 =$log_{8}(x)$.

x = 1

(1,0)

Inverse of  y =$log_{8}(x)$.

Interchange the x and y.

x = $log_{8}(y)$.

Solving for y

y = $8^{x}$.

Then For x = 0

y =  $8^{0}$.

y = 1

For inverse ( 0 ,1)

Then we can see from given graphs Third one will be correct.

Therefore, Third one will be correct.

Answer 2

The answer is C...................