SOLUTION: Hi i am having trouble with this problem the directions say "change each exponential equation to its logarithmic form" 2^10=1024 i hope you can help me thanks again brittn

Algebra ->  Trigonometry-basics -> SOLUTION: Hi i am having trouble with this problem the directions say "change each exponential equation to its logarithmic form" 2^10=1024 i hope you can help me thanks again brittn      Log On


   

Question 32144: Hi i am having trouble with this problem
the directions say "change each exponential equation to its logarithmic form"
2^10=1024
i hope you can help me
thanks again
brittny
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
The word logarithm means exponent.
The exponent in your problem is "10"
So you should write log = 10
The base of your problem is "2"
So you should write log(2)=10
The result of exponent on the base if 1024
So you should write log(2)1024=10
Cheers,
Stan H.