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Exponent Rules Practice
Multiplying Monomials
• Keep the base• Add the exponents• Multiply Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
∙
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
• Keep the base• Add the exponents• Multiply
Coefficients if you see any
Dividing Monomials
• Keep the base• SUBTRACT the Exponents• Use a button for coefficients if you see any
68
65• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
1011
107• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
𝑧8
𝑧3• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
12𝑛5
8𝑛2• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
6 𝑥7
36 𝑥3• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
15 𝑦7
5 𝑦3• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
14𝑎3𝑏4
4 𝑎1𝑏1• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
63𝑚5𝑛6
27𝑚1𝑛1• Keep the base
• SUBTRACT the Exponents
• Use a button for coefficients if you see any
Negative and Zero Exponents
• Switch the line for unhappy exponents• Anything to the zero power becomes a 1
5− 2• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
10,0000• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
3 𝑦−2• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
𝑎−7𝑏3• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
4𝑎−6• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
𝑏− 3𝑐0• Switch the line for
unhappy exponents
• Anything to the zero power becomes a 1
Putting Things Together
• You may have to combine some rules on the following problems. Don’t freak out! Just do one step at a time.
Multiply AND Divide
• Multiply the Monomials on the top first.
• THEN, divide the new terms
2𝑥6 ∙4 𝑥3
24 𝑥5Multiply the Monomials on the top first.
THEN, divide the new terms
3𝑎❑ ∙4 𝑎4
28𝑎2Multiply the Monomials on the top first.
THEN, divide the new terms
6 𝑧 9∙8 𝑧 3
27 𝑧 2Multiply the Monomials on the top first.
THEN, divide the new terms
Divide AND Negatives Rule
• Divide the Monomials first.
• THEN, deal with the negative exponents
𝑎6𝑏4
𝑎3𝑏7• Divide the Monomials first.
• THEN, deal with the negative exponents
𝑐2𝑑6
𝑐5 𝑑❑• Divide the Monomials
first.
• THEN, deal with the negative exponents
𝑚8𝑛4
𝑚2𝑛9• Divide the Monomials first.
• THEN, deal with the negative exponents
𝑥2 𝑦❑
𝑥10 𝑦7• Divide the Monomials first.
• THEN, deal with the negative exponents