Question

Let $a = e^{10}$ and $b = e^{11}$. Find the values of the following expressions. (Give your answers as a whole or exact number.) $\ln(ab) =$ $\ln(a)\ln(b) = $

          Let $a = e^{10}$ and $b = e^{11}$. Find the values of the following expressions.
(Give your answers as a whole or exact number.)
$\ln(ab) =$
$\ln(a)\ln(b) = $

Added by Matthew P.

Precalculus with Limits

Ron Larson 2nd Edition

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Solved by Expert Brent Burkett

Step 1

Now, let's find ln(ab). We know that ab = (e^0)(e^1) = e^(0+1) = e^1. So, ln(ab) = ln(e^1) = 1. Show more…

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Let a = âˆš10 and b = âˆš10. Find the values of the following expressions. (Give your answers as a whole or exact number: ) In (ab) = In (a) In (6) =

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Let $a = e^{10}$ and $b = e^{11}$. Find the values of the following expressions. (Give your answers as a whole or exact number.) $\ln(ab) =$ $\ln(a)\ln(b) = $

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