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Example Questions
Example Question #11 : Solving Logarithms
To solve this equation, remember log rules
.
This rule can be applied here so that
and
Example Question #11 : Solving Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #11 : Solving Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #12 : Solving Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #63 : Exponential And Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #11 : Solving Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #61 : Exponential And Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #13 : Solving Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #65 : Exponential And Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
Example Question #61 : Exponential And Logarithmic Functions
Solve for x:
In order to solve for x in a logarithmic function, we need to change it into exponential form. That looks as follows:
For this problem, manipulate the log and solve:
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