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Mathematics
( 2 ) 6 (-2)^(6)
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( 2 ) 6 (-2)^(6) equals 64 64.
To arrive at this answer, we follow the order of operations: first, we evaluate the exponents, and then we evaluate any multiplication or division that remains.
In this case, we have a negative base raised to an even exponent, which means the result will be positive. So,
( 2 ) 6 = ( 2 ) × ( 2 ) × ( 2 ) × ( 2 ) × ( 2 ) × ( 2 ) = 64 (-2)^(6)=(-2)xx(-2)xx(-2)xx(-2)xx(-2)xx(-2)=64
Therefore, ( 2 ) 6 (-2)^(6) equals 64 64.
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