Question

Write the following equation in its equivalent logarithmic form.

Answer 1

Square root 9 = 3

Answer 2

I have no clue how to solve this since it has no number next to square root 9.

Answer 3

You start with \[\sqrt{9}=3\]

Answer 4

The equivalent of the given equation, in exponential form, is \[9^{\frac{ 1 }{ 2 }}=3\]

Answer 5

What is the base of that equation? Hint: the exponent is 1/2.

Answer 6

What is the exponent on 9 that gets you 3 is equivalent to writing log base 9 of 3...

Answer 7

Answer 1/2=log 9 3

Answer 8

Take the "log to base 9" of the equation
\[9^{\frac{ 1 }{2 }}=3\]

Answer 9

right

Answer 10

Was a tad confused since it did not have the 2 in front of square root 9.

Answer 11

Dest: You're well on the way to solving this problem. However, please use either the Draw utility or the Equation Editor to write

\[\log_{9}3=1/2 \]