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log(x+5)=log(x)+log(5)
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\[x = 5/4\]
can you explain?
?
Yep, There is a law of logs that says, log of something timeslog of something else = log(somthing+something else). In your case\[log(x) + log(5)\]is actually equal to \[log(5x)\]because of the law of logs which makes your equation\[log(5+x) = log(5x)\]Now we can take the inverse log (or \(e\)) of both sides. to give\[x +5= 5x\] and solve from there. Does that make sense? (Forgive any spelling discrepancies)
yes it does.
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I got x=4/5 because you subtract the x making it 5=4x
never mind I got 5/4
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