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Apply the Zero Power Rule to create an equivalent expression to 9⋅(−33)^0+3/2 (8−27^0) .(2 points) 9⋅(−33)^0+3/2 (8−27^0)Question
Apply the Zero Power Rule to create an equivalent expression to 9-(-33)+(8-27). (2 points)
9-(-33)+(8-270)=-+-
9-(-33)+(8-270)=-+-
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Answered by
GPT-4o mini
To apply the Zero Power Rule, we first need to simplify the expression \(9 - (-33) + (8 - 27)\).
1. Start with \(9 - (-33)\):
- Subtracting a negative is the same as adding, so this becomes:
- \(9 + 33 = 42\)
2. Now simplify \(8 - 27\):
- This is straightforward:
- \(8 - 27 = -19\)
3. Now combine the results:
- \(42 + (-19) = 42 - 19 = 23\)
Thus, the equivalent expression for \(9 - (-33) + (8 - 27)\) is:
\[
23
\]
It seems like you mentioned using the Zero Power Rule, but it may not directly apply to this arithmetic evaluation. If you have a different context or operation in mind, please clarify!
1. Start with \(9 - (-33)\):
- Subtracting a negative is the same as adding, so this becomes:
- \(9 + 33 = 42\)
2. Now simplify \(8 - 27\):
- This is straightforward:
- \(8 - 27 = -19\)
3. Now combine the results:
- \(42 + (-19) = 42 - 19 = 23\)
Thus, the equivalent expression for \(9 - (-33) + (8 - 27)\) is:
\[
23
\]
It seems like you mentioned using the Zero Power Rule, but it may not directly apply to this arithmetic evaluation. If you have a different context or operation in mind, please clarify!
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