Question

Simplify each of the following expressions, using logarithm rules where applicable. From the numbers in the drop-down menus, match each equation with the corresponding simplified answer in the list: \ln\left(e^{(X+2)}e^{(X-2)}\right) 1: 2X 2. \left(X-2\right)\left(X+2\right) 3. X^2 - 4 \left(X+2\right)\left(X-2\right) e^{\left(\left(X+2\right)\ln\left(X-2\right)\right)}

          Simplify each of the following expressions, using logarithm rules where applicable. From the numbers in the drop-down menus, match each equation with the corresponding simplified answer in the list:
\ln\left(e^{(X+2)}e^{(X-2)}\right)
1: 2X
2. \left(X-2\right)\left(X+2\right)
3. X^2 - 4
\left(X+2\right)\left(X-2\right)
e^{\left(\left(X+2\right)\ln\left(X-2\right)\right)}

Simplify each of the following expressions, using logarithm rules where applicable. From the numbers in the drop-down menus, match each equation with the corresponding simplified answer in the list:
ln(e^(X+2)e^(X-2))
1: 2X
2. (X-2)(X+2)
3. X^2 - 4
(X+2)(X-2)
e^((X+2)ln(X-2))

Added by Michael M.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Tim Thornhill

08/03/2024

Step 1

Step 1: Simplify the first expression using the product rule of logarithms: ln(ab) = ln(a) + ln(b) ln (e(X+2) e(X-2)) = ln(e(X+2)) + ln(e(X-2)) Show more…

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Simplify each of the following expressions, using logarithm rules where applicable. From the numbers in the drop-down menus, match each equation with the corresponding simplified answer in the list: --- ln (e(X+2) e(X-2)) --- (X+2) (X-2) --- e((X+2)ln(X-2)) 1: 2 X 2. (X-2)(x+2) 3. X2-4