Exponent Rules and Operations

This video tutorial covers the rules of exponents, focusing on how to handle exponents outside parentheses by multiplying them. It provides examples of applying these rules to variables and coefficients, demonstrating the process of exponent multiplication and its effects on expressions.

What is the rule for handling an exponent outside the parentheses?

• Subtract the exponents

• Multiply the exponents

• Divide the exponents

• Add the exponents

How do you handle exponents that are inside the parentheses?

• Subtract them from the outside exponent

• Add them together

• Ignore them

• Multiply them with the outside exponent

What is x squared raised to the third power?

• x to the 6th power

• x to the 5th power

• x to the 3rd power

• x to the 9th power

What is the result of multiplying exponents when the base is the same?

• Divide the exponents

• Add the exponents

• Multiply the exponents

• Subtract the exponents

What is the result of x squared raised to the third power?

• x to the 5th power

• x to the 6th power

• x to the 3rd power

• x to the 9th power

If you have XY cubed to the third power, what is the result?

• X to the 9th, Y to the 3rd

• X to the 6th, Y to the 3rd

• X to the 3rd, Y to the 6th

• X to the 3rd, Y to the 9th

How do you handle multiple variables with exponents outside the parentheses?

• Add the exponents of each variable

• Multiply the exponents of each variable

• Ignore the exponents of each variable

• Subtract the exponents of each variable

What is the result of XY cubed to the third power?

• X to the 6th, Y to the 3rd

• X to the 3rd, Y to the 6th

• X to the 3rd, Y to the 9th

• X to the 9th, Y to the 3rd

What happens to coefficients inside the parentheses when dealing with exponents?

• They are multiplied by the exponents

• They are squared

• They are added to the exponents

• They are ignored

What is the exponent rule when dealing with a coefficient inside the parentheses?

• Square the coefficient

• Multiply the coefficient by the exponent

• Add the coefficient to the exponent

• Ignore the coefficient