Applying the power rule of logarithms to solve the equation, 3log7 (4) = 2log7 (b)

The video tutorial explains the property of equality and how it is not isolated due to multiplication by constants. It introduces the product property of logarithms to rewrite expressions, demonstrating how to equate logarithms and solve the resulting equation. The tutorial concludes with a recap of the key concepts covered.

What is the main challenge when dealing with logarithmic expressions that are not isolated?

• They cannot be divided.

• They are being multiplied by constants.

• They are already simplified.

• They are difficult to multiply.

Which property allows you to rewrite logarithmic expressions by using exponents?

• Equality Property

• Product Property

• Power Property

• Quotient Property

How can you express log base N of X using the property of M?

• As a sum of logs

• As an exponent

• As a product of logs

• As a quotient of logs

What is the result of equating log base 7 of 4 cubed to log base 7 of B squared?

• 4 = B

• 64 = B

• 64 = B^2

• 4^3 = B

What mathematical operation is used to solve the equation 64 = B^2?

• Addition

• Subtraction

• Multiplication

• Square root