Carry out the expansion. (2 - 2x)⁶ A) 64 - 387x - 957x² - 1,280x³ - 960x⁴ - 384x⁵ - 64x⁶ B) 64 + 384x + 960x² - 1,280x³ + 960x⁴ - 384x⁵ + 64x⁶ C) 64 - 384x - 960x² - 1,280x³ - 960x⁴ - 384x⁵ - 64x⁶ D) 64 - 384x + 960x² - 1,280x³ + 960x⁴ - 384x⁵ + 64x⁶ E) 64 - 387x + 960x² - 1,280x³ + 960x⁴ - 384x⁵ + 64x⁶

Question

Quizplus · Accepted Answer

The expansion of (2 - 2x)^6 using the binomial theorem results in alternating signs for the terms, starting with a positive constant term. The coefficients are determined by the binomial coefficients and powers of 2 and -2x.

Carry Out the Expansion