Question

Solve: log2(3x 8) = 5 which is an equivalent equation? 25 = 3x 8 52 = 3x 8 25 = [log2(3x 8)]2 52 = [log2(3x 8)]5

Answer 1

The value of the equivalent equation will be 32=3x+8

What will be the value of x?

It is given in the question that

$\rm Log_2(3x+8)=5$

Now from the antilog property property

$\rm x=Log_by$  can be written as below

$b^x=y$

So the value of  $\rm Log_2(3x+8)=5$  will be

$2^5=3x+8$

$3x+8=32$

Thus the value of the equivalent equation will be 32=3x+8

To know more about Antilog property follow

brainly.com/question/24556465