what is the simplified form of -(-2x to the third power) to the fourth power and why?
Is the (-2x) to the third power or only the x?
\[\large -((-2x)^3)^4 or -(-2x^3)^4 or (-(-2x)^3)^4 or . . . ?\]
the last one, grade 9 multiple choice
sorry the second one
Apply the 4th power to everything in parentheses, then apply the '-' on the outside.
\[\large \rightarrow -((-2)^4 \cdot (x^3)^4)\]
options for answer are 8x to the 12th, or 16x to the 12th, or either one in the negative, 4 options.
so 16x to the 12th
nope, it would be -16x to the 12th , i forgot about the 2nd - sign, right?
\[-16x ^{12}\] Provided that the negative sign is outside of the parenthesis.
Yes, don't forget about that little neg' on the outside. Those little minus signs are easy to lose.
thanks for the help, thats one of the many wrongs on my kids test, i didn't know how to do that one.
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