Zero Powers 1
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Question 1 of 4
1. Question
Simplify`3x^0`- (3)
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Power of Zero
$$\color{#A57200}{a^0}=\color{#A57200}{1}$$Apply the Power of Zero, then simplify.$$3\color{#A57200}{x^0}2$$ `=` $$3 \times \color{#A57200}{1}$$ `a^0 =1` `=` `3` `3` -
Question 2 of 4
2. Question
Simplify`(453)^0`- (1)
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Power of Zero
$$\color{#A57200}{a^0}=\color{#A57200}{1}$$Apply the Power of Zero, then simplify.$$(453)^0$$ `=` $$453^{1 \times 0}$$ `=` $$\color{#A57200}{453^0}$$ `=` $$\color{#A57200}{1}$$ `a^0 =1` `1` -
Question 3 of 4
3. Question
Simplify`(3a^0)^2`- (9)
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Power of Zero
$$\color{#A57200}{a^0}=\color{#A57200}{1}$$Apply the Power of Zero, then simplify.$${(3\color{#A57200}{a^0})}^2$$ `=` $${(3 \times \color{#A57200}{1})}^2$$ `a^0 =1` `=` `3^2` `=` `9` `9` -
Question 4 of 4
4. Question
Simplify`(7y^0)^2`- (49)
Hint
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Power of Zero
$$\color{#A57200}{a^0}=\color{#A57200}{1}$$Apply the Power of Zero, then simplify.$$(7\color{#A57200}{y^0})^2$$ `=` $$(7 \times \color{#A57200}{1})^2$$ `a^0 =1` `=` `(7)^2` `=` `49` `49`
Quizzes
- Exponent Notation 1
- Exponent Notation 2
- Exponent Notation 3
- Multiply Exponents (Product Rule) 1
- Multiply Exponents (Product Rule) 2
- Multiply Exponents (Product Rule) 3
- Multiply Exponents (Product Rule) 4
- Divide Exponents (Quotient Rule) 1
- Divide Exponents (Quotient Rule) 2
- Powers of a Power 1
- Powers of a Power 2
- Powers of a Power 3
- Powers of a Power 4
- Zero Powers 1
- Zero Powers 2
- Negative Exponents 1
- Negative Exponents 2
- Negative Exponents 3