Solving Simple Logarithmic Equations - Concept

Concept Concept (1)

In order to understand solving logarithmic equations, students must understand the basics of logarithms, and how to use exponentiation to access the terms inside the logarithm. Some more complicated instances of solving simple logarithmic equations require knowledge of the product, quotient and power rules of logarithms in order to simplify complex terms.

Sample Sample Problems (7)

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Solving Simple Logarithmic Equations - Problem 1

Solve:

log2(3x + 1) = 2
Problem 1
How to solve a logarithmic equation with the variable inside the log.
Solving Simple Logarithmic Equations - Problem 2

Solve:

log497
Problem 2
How to solve a logarithmic statement
Solving Simple Logarithmic Equations - Problem 3

Solve:

logx¼ = -2
Problem 3
How to solve a logarithmic equation with the variable in the base.
Solving Simple Logarithmic Equations - Problem 4

Solve:

log55
Problem 4
How to solve a logarithmic statement where the base and the inside are the same.
Solving Simple Logarithmic Equations - Problem 5

Solve:

log7x = 0
Problem 5
How to solve a logarithmic equation that is equal to zero.
Solving Simple Logarithmic Equations - Problem 6
Problem 6
How to solve basic logarithmic equations by writing them in exponential form.
Solving Simple Logarithmic Equations - Problem 7
Problem 7
How to simplify logarithmic expressions.