SOLUTION: What is 3.661 x 10^10 in logarithm form? I need to solve for x: 0=(3.661×〖10〗^10)/〖(6378+x)〗^2

Algebra ->  Exponential-and-logarithmic-functions -> SOLUTION: What is 3.661 x 10^10 in logarithm form? I need to solve for x: 0=(3.661×〖10〗^10)/〖(6378+x)〗^2       Log On


   

Question 957378: What is 3.661 x 10^10 in logarithm form?

I need to solve for x:
0=(3.661×〖10〗^10)/〖(6378+x)〗^2
Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
What is 3.661 x 10^10 in logarithm form?
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log(3.661*10^10) = log(3.661) + log(10^10) = log(3.661) + 10
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Use * for multiply, not x.