Question

5^(x+1) = 6^(2x)
solve for x and I'm pretty sure you have to use log or ln.

Answer 1

yes

Answer 2

if you can please help me work this out?

Answer 3

take the natural log of both sides of the equation to remove the variable from the exponent
ln(5^(x+1))=ln(6^(2x))

xln(5)+ln(5)=ln(6^(2x))

Simplify the result
xln(5)+ln(5)=ln((36)^(x))

xln(5)+ln(5)-xln(36)=0

Factoring
x(ln(5)-ln(36))=-ln(5)

solve for x from here

Answer 4

Alright thank you so much @.Sam.

Answer 5

welcome