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8.1 Mult. Exponent Properties
Contributed by: Maccoux

Simplify:  Write as a base to a single power.

 

53 ∙ 54 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Example:  53= 5^ 3

Simplify:  Write as a base to a single power.

 

474 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

x2∙ x4 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(37)5  

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(y8)2  

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(3x)4 =   

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(3x2)3 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

2x3 ∙ 4x7 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

7x5 ∙ 4x2 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(-3x4)2 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(2x)3 ∙ (3x4)2 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

Simplify:  Write as a base to a single power.

 

(-1x)4 ∙ (2y5)3 =

(Hint:  when typing powers: 

Use ^ key above the 6.)

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