logarithms
Video thumbnail for Convert Exponential and Logarithmic Expressions
Convert Exponential and Logarithmic Expressions

8K views · Oct 19, 2022

analyzemath.com

This video has the following objectives: 1 - Define the log as the inverse of the exponential 2 - Discuss how to use the relationship between the exponential and logarithmic functions to convert an exponential expression into a logarithmic expression and

Video thumbnail for Simplify Logarithmic  Expressions
Simplify Logarithmic Expressions

1K views · Oct 20, 2022

analyzemath.com

This video discusses the different ways to simplify logarithmic expressions using a combination of the rules of logarithms. The expressions simplified include the sum and difference of logarithms and also logarithms multiplied with coefficients. More on

Video thumbnail for Convert Exponential and Logarithmic Expressions
Convert Exponential and Logarithmic Expressions

8K views · Oct 19, 2022

analyzemath.com

This video has the following objectives: 1 - Define the log as the inverse of the exponential 2 - Discuss how to use the relationship between the exponential and logarithmic functions to convert an exponential expression into a logarithmic expression and

Video thumbnail for Solve the Logarithmic Equations  : ln(x^2+-2) - ln(x-1) = 2 Grade 12
Solve the Logarithmic Equations : ln(x^2+-2) - ln(x-1) = 2 Grade 12

20K views · Oct 3, 2022

analyzemath.com

In this video, the equation (ln(x^2+-2) - ln(x-1) = 2) including logarithmic functions is solved including all detailed steps and the logarithmic rules used to transform the equation. First, the two logarithms on the left side are grouped using the for

Video thumbnail for Can You Solve This Equations?
Can You Solve This Equations?

4K views · Nov 6, 2022

analyzemath.com

This video explains the steps to solve a challenging logarithmic equation. The two logarithms in the equation are different and one of the bases is unknown. The main idea in solving this equation is to use the change of base formula in logarithms. More