Question

How do i solve for x in the equation
7^x+1 =27?

Answer 1

\[7^{x+1} =27\]

Answer 2

x = log(26)/log(7)

Answer 3

if u need more explanation tell me

Answer 4

actually yes it would help

Answer 5

wait ,the one is an power or is a normal number ?

Answer 6

7 to the x+1 power

Answer 7

then it will be x = (log(27)-log(7))/log(7)

Answer 8

use the logarithm rule

Answer 9

am i just converting logs to expoential ?

Answer 10

yes,u convert the exponetial to logs