Question
Solve each equation. Use natural logarithms. Approximate solutions to three decimal places when appropriate.$$e^{\ln (6-x)}=e^{\ln (4+2 x)}$$
Step 1
This gives us: $$ \ln (6-x) = \ln (4+2x) $$ Show more…
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Solve each equation. Use natural logarithms. When appropriate, give solutions to three decimal places. See Example 2. $$ e^{\ln (6-x)}=e^{\ln (4+2 x)} $$
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Solve each equation. Use natural logarithms. Approximate solutions to three decimal places when appropriate. $$ \ln e^{2 x}=4 $$
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