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Solve the Exponential Equation Algebraically e3x=75e ^ { 3 x } = 75

Question 40

Multiple Choice

Solve the exponential equation algebraically.Approximate the result to three decimal places.​ e3x=75e ^ { 3 x } = 75 ​


A) ln⁡753≈0.439\frac { \ln 75 } { 3 } \approx 0.439
B) ln⁡753≈2.439\frac { \ln 75 } { 3 } \approx 2.439
C) ln⁡753≈−0.561\frac { \ln 75 } { 3 } \approx - 0.561
D) ln⁡753≈3.439\frac { \ln 75 } { 3 } \approx 3.439
E) ln⁡753≈1.439\frac { \ln 75 } { 3 } \approx 1.439

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