Question

Write the equation in its equivalent logarithmic form. 6^ z =28 What is the equivalent logarithmic form of the​ equation?

Answer 1

$6^z = 28$

$ln6^z = ln28$

$z.ln6=ln28$

$z=\frac{ln28}{ln6}$

$z=log_628$

Answer 2

log (6)^z = log(28)   Answer <<<<<

just to make 20 letters, I'll solve it.

You get to bring down the power on the base(z in this case) and put z in front of the log.
z* log(6)  = log(28)  Divide by log 6
z = log (28)/log(6)
z = 1.4472/0.7782
z = 1.8598