PART D-THINKING 1. a) Prove that (x-a) is a factor of x" - a", {n > 0\n € Z} [2] [1] [6] b) For what value(s) of n is (x
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PART D-THINKING 1. a) Prove that (x-a) is a factor of x" - a", {n > 0\n € Z} [2] [1] [6] b) For what value(s) of n is (x
PART D-THINKING 1. a) Prove that (x-a) is a factor of x" - a", {n > 0\n € Z} [2] [1] [6] b) For what value(s) of n is (x + a) a factor of x" - a"? 3 and 2. Determine the values of m and n so that the polynomials 2x³ + mx² +nx − x³3mx² + 2nx + 4 both have (x - 2) as a factor
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