Learn how to solve a natural logarithmic equation by converting to exponential form

The video tutorial explains how to solve logarithmic equations by isolating the logarithm and converting it into exponential form. It emphasizes the importance of understanding the base E in natural logarithms and demonstrates the use of a scientific calculator to find the solution. The final result is calculated by raising E to the power of 2, yielding approximately 7.39.

What is the first step when solving a logarithmic equation?

• Add a constant

• Multiply by the base

• Isolate the logarithm

• Isolate the exponent

What does the natural logarithm (Ln) represent?

• Base 5

• Base 2

• Base E

• Base 10

How do you convert a logarithmic equation to exponential form?

• By multiplying by the logarithm

• By subtracting the exponent

• By rewriting the equation with the base as E

• By adding the base

Which tool is essential for calculating the exponential form?

• Ruler

• Scientific calculator

• Protractor

• Graphing paper

What is the approximate value of e^2?

• 8.52

• 7.39

• 6.28

• 5.14