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Evaluate the expressions without a calculater.
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What expressions?
|dw:1385606894390:dw|
1
\[\sqrt[3]{1}=1; (1)^{3}=1\]
oh yeah....
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You could also write this as 1^{1/3} which is 1.
5rad -32^-2
so a negative power, just means it's a fraction, and that equals 1/(5th rad (-32)^2)
so thats the answer?
\[=\frac{ 1 }{ (\sqrt[5]{-32})^2 }\]
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and THEN we go to this: \[=\frac{ 1 }{ (-2)^2 }=\frac{ 1 }{4 }\]
1^1/5 how would i write this...
the 5th root of 1.
so 1
64^-2/3
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1 divided by 64^(2/3)
and then>
= 1 divided by the 3rd root of 64 squared
= 1 divided by 4 squared [4^3=64]
=1/16
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