All Exponents Rules Practice

Simplify the expression.
(a²b²)(a⁴b⁵)

• a⁶b⁷

• a⁸b¹⁰

• a²b³

• a²⁴b²⁵

Simplify the following, leaving the answer in exponential form.
(5⁴)(5⁶)

• 25¹⁰

• 25²⁴

• 5¹⁰

• 5²⁴

Simplify (3x²)⁰

• 1

• 0

• 3

• x

Billy was asked to simplify 3⁵∙3⁴. He got 9²⁰. What error did he make?

• When he multiplies exponents, he is supposed to add the base and the exponent

• When he multiplies exponents, he is supposed to multiply the base and keep the exponents

• When he multiplies exponents, he is supposed to keep the base and add the exponents if the base is the same

• None of the above

Anything raised to a power of zero is always: 

• 0

• 1

• itself

• negative

Anything raised to the power of zero is always: 

• 0

• 1

• itself

• negative

Match the following

• Multiply Exponents

• Negative Exponent

• Reciprocal (Flip)

• Zero Exponent

• Equals 1

• Raise to a Power

• Subtract Exponents

• Divide Powers

• Add Exponents

• Multiply Powers

Simplify using exponent rules.

• 19,683y³

• 243y³

• y³/243

• y³/19,683

Match the following!

• MULTIPLY the exponents

• When you have anything raised to the power of 0...

• it always EQUALS 1

• When you divide...

• ADD the exponents

• When you have a power to a power...

• FLIP position and make exponent positive

• When you have a negative exponent...

• SUBTRACT the exponents

• When you multiply...

Simplify using the exponent rules

• 
• 
• 
•