SOLUTION: log (base 5)x+ log (base5) (x+4)= log (base 5) 5

Question 21975: log (base 5)x+ log (base5) (x+4)= log (base 5) 5
Answer by Alwayscheerful(414) (Show Source): You can put this solution on YOUR website!
Rewritten, your question equation is:
log[5]x +log[5]x+4=log[5]5
**NUMBER IN BRACKET IS THE BASE OF THE LOGARITHM**
I'm assuming your question is "solve for x"
Well, the first law of logarithms is:
log[a]x+log[a]y=log[a]xy
So, in your case

log[5]x(x+4)=log[5]5
log[5]x^2+4=log[5]5

Hope this helps!
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