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first use appropriate properties of logarithms to rewrite and then find f(x)=x+5ln6x
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a*ln(b) = ln(b^a) so rewrite the expression and tell us what you got
Here are some properties of logarithms: \[\large ln(x^n) = n\cdot ln(x)\] \[\large ln(x\cdot y) = ln(x) \cdot ln(y)\]
I don't understand "and then find..." find what?
@wio ln(x⋅y)=ln(x)⋅ln(y) is not true
ln(a*b) = ln(a) + ln(b)
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find f'(x)
oops \[ln(x\cdot y) = ln(x) + ln(y)\]
correct, ok so do the simplifications we showed you and then show us what you got...
Another one is: \[\Large n = ln(e^n)\]
ln(5)+ln(6)?
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