SOLUTION: 1. Rewrite {{{8 = (1/2 )^(-3)}}} in logarithmic form. Any help would be much appreciated

Algebra.Com
Question 64600: 1. Rewrite
in logarithmic form.
Any help would be much appreciated

Answer by ntnk(54)   (Show Source): You can put this solution on YOUR website!
If a=b^c, then log(base b)a=c,
therefore,
if , then log(base (1/2))8=-3.

RELATED QUESTIONS

Hello, I need help for this question, 56. Rewrite each equation in standard form.... (answered by Boreal)
rewrite equation in logarithmic form 64 1/2 =... (answered by stanbon)
Hi there, how would I rewrite this in logarithmic form? (1/8)^2=1/64 thank... (answered by unlockmath)
8=(1/2)^-3 in logarithmic form (answered by ankor@dixie-net.com)
Short Answer: Simplify the following expression, and rewrite it in an equivalent form... (answered by jsmallt9,josmiceli)
Write the equation (1/2)^-3=8 in logarithmic... (answered by stanbon)
Rewrite log 8 2 = 1/3 in exponential... (answered by xinxin,fcabanski)
1÷√2 + x = x÷√2 The answer has to be left in surd form Any help would (answered by Alan3354)
Solve: (x^2 - 1)^1/2 + (x^2 - 1)^-1/2 = 2 Any help would be very much appreciated. (answered by Gogonati)