How do I solve this equation algebraically? 4e^x=65 ? It says to approximate the result to three decimal places and to enter the answer as a comma separated list. Please help

Answer 1

4(2.718282^x)=65

Divide both sides by 4.

2.718282^x=65/4

Step 2: Solve Exponent.

log(2.718282^x)=log(65/4)

x(log(2.718282)=log(65/4)

x=log(65/4) = 2.788093

log (2.718282)

Answer 2

4e^x = 65

e^x = 65/4

x = ln(65/4) = ?

You finish from here.