Solve the equation $3 e ^ { x } = 35$ Restrict your attention to the horizontal span of 0 to 5.
A) 12.76
B) 11.67
C) 3.9
D) 2.46

Question

Quizplus · Accepted Answer

To solve the equation $3e^x = 35$, first divide both sides by 3 to get $e^x = \frac{35}{3}$. Then, take the natural logarithm of both sides to solve for $x$: $x = \ln\left(\frac{35}{3}\right)$. Using a calculator, this gives $x \approx 2.46$, which falls within the horizontal span of 0 to 5.

Solve the Equation 3ex=353 e ^ { x } = 353ex=35

Solve the Equation $3 e ^ { x } = 35$