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)=□ · □ + 3/2 (□ -□ )
Applying the Zero Power Rule, any number (except zero) raised to the exponent 0 equals 1. Therefore, we can simplify the expression as follows:
9· (-33)^0 + 3/2 (8-27^0) = 9· 1 + 3/2 (8-1)
= 9 + 3/2 (7)
= 9 + 21/2
Therefore, the equivalent expression is:
9 + 21/2 + 3/2 (7)
Is that correct?
Apologies for the incorrect response. Let me correct my mistake.
Applying the Zero Power Rule, any number (except zero) raised to the exponent 0 equals 1. Therefore, we can simplify the expression as follows:
9· (-33)^0 + 3/2 (8-27^0) = 9· 1 + 3/2 (8-1)
= 9 + 3/2 (7)
= 9 + 3/2 (7)
Therefore, the equivalent expression is:
9 + 3/2 (7)
Its still wrong it dosent fit the equation boxes..
Apologies for the mistake once again. Let me correct it.
To apply the Zero Power Rule, we know that any nonzero number raised to the power of zero is equal to 1. Therefore, we have:
9· (-33)^0 + 3/2 (8-27^0)
= 9· 1 + 3/2 (8-1)
= 9 + 3/2 (7)
Now, let's write the equivalent expression in the given equation boxes:
9· (-33)^0 + 3/2 (8-27^0) = □ · □ + 3/2 (□ - □)
So, the equivalent expression in the equation boxes is:
9· 1 + 3/2 (7) = □ · □ + 3/2 (□ - □)