Can someone check my answers?

Use the Change of Base Formula to evaluate log4 27. Then convert log4 27 to a logarithm in base 2. Round to the nearest thousandth.

I got 2.377; log_2 5.196

Question

Can someone check my answers?

Use the Change of Base Formula to evaluate log4 27. Then convert log4 27 to a logarithm in base 2. Round to the nearest thousandth.

I got 2.377; log_2 5.196

anonymous · Answer

1 is good 2 is not

misty1212 · Answer

$$\log_b(A)=\frac{\ln(A)}{\ln(b)}$$

anonymous · Answer

2.377 is good but 5.196 is not.   i think they want to know what log[2] 27 is

anonymous · Answer

the 2nd one is log_2 13.5, right?

anonymous · Answer

no, you want to find log_2 27.  remember that 4 = 2^2

anonymous · Answer

oh okay

anonymous · Answer

I have another question

anonymous · Answer

did you want to finish this one first?

anonymous · Answer

Choose the property used to rewrite the expression

log 15sqrt(125x^3) = 1/5 log5 x   

I put Power Property

anonymous · Answer

I got it for the first one

anonymous · Answer

I had to round it at the end