t=9a
log9(t)=a
ln t = a ln 9 =log9(t) ln 9
log9(t)=(ln t)/ln 9
Now the only other thing you need to know is ∫ln t dt which is t ln t - t
Henry Z.
asked 12/12/22Determine the value of the following definite integral ∫6log9(t) [7,8] Enter an exact answer, for example,{3(ln6+ln4−1)}/ln7. Please explain each step in detail. Thank you!
t=9a
log9(t)=a
ln t = a ln 9 =log9(t) ln 9
log9(t)=(ln t)/ln 9
Now the only other thing you need to know is ∫ln t dt which is t ln t - t
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