Solving Exponential and Logarithmic Equations

Property of equality for exponential equations

Property of inequality for exponential equations

Property of logarithmic equations

None of the above

Both bases and exponents must differ

Bases can be equated if exponents are the same

None of the above

Exponents can be equated if bases are the same

By adding the bases together

By dividing the bases

By rewriting them in terms of a common base

By subtracting one base from another

They must be prime numbers

They should be different

They must be rewritten to match

They should be squared

Isolate the logarithmic expression

Add all logarithmic terms together

Multiply all terms by the base

None of the above

Isolate them

Multiply each term by the exponent

Combine them using addition

Divide each term by the base

None of the above

Multiplication

Division

Subtraction

By ignoring constants

By condensing logarithmic expressions

By estimating values

By expanding logarithmic expressions

Extraneous solutions

Correct use of bases

Proper distribution

All of the above

To check if the calculator was used correctly

To confirm the equation is balanced

To verify the base is correct

To ensure the solution does not make any term negative under a log