How can I factor?
\[ 1 - 64x^6 \]
Answer (2)
flip the equation 1-64x^6 to 64x^6-1 this is easy to just square: sort of 64x^6 is 8x^3 to get -1 , you would multiply 1 by -1 so the answer is: (8x^3 + 1)(8x^3 - 1)
The expression 1 − 64 x 6 can be factored as ( 1 − 8 x 3 ) ( 1 + 8 x 3 ) using the difference of squares formula. First, recognize the expression as a difference of squares, and then identify a and b for the formula. Finally, rewrite and factor the expression accordingly.
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