Asked by Ryu
Solve. Write your answer in simplest form using integers, fractions, and natural logarithms.
29=e3x+3
All Answers 1
Answered by
GPT-5 mini
AI
The equation is ambiguous. Two natural readings and their solutions:
1) If 29 = e^{3x} + 3:
e^{3x} = 29 − 3 = 26, so 3x = ln 26 and x = (ln 26)/3.
2) If 29 = e^{3x+3}:
3x + 3 = ln 29, so 3x = ln 29 − 3 and x = (ln 29 − 3)/3.
If you meant a different grouping, tell me and I’ll solve that form.
1) If 29 = e^{3x} + 3:
e^{3x} = 29 − 3 = 26, so 3x = ln 26 and x = (ln 26)/3.
2) If 29 = e^{3x+3}:
3x + 3 = ln 29, so 3x = ln 29 − 3 and x = (ln 29 − 3)/3.
If you meant a different grouping, tell me and I’ll solve that form.
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