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How would I solve this? e^(3x+2) = e^(3) I have to make the bases the same so that i can cross them out and solve for x

How would I solve this? e^(3x+2) = e^(3) I have to make the bases the same so that i can cross them out and solve for x
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How would I solve this?


e^(3x+2) = e^(3)

I have to make the bases the same so that i can cross them out and solve for x

User Wouter Raateland
by
8.1k points

1 Answer

4 votes
First ln on both sides to bring down the powers.
Ln and e cancel each other out.
3x +2 = 3
3x = 1
x = 1/3
User Nduplessis
by
8.5k points
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