Polynomial (3X³- 5x² + Kx -2) and ( -x³- x²+7x+k) leaves the same remainder when divided by X+2. Find the value of k
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Answer: -12
Step-by-step explanation:
Substituting x = -2 for both equations
since remainder is same for both polynomials
3(-2)∧3 - 5(-2)∧2 + (-2)k -2 = -(-2)∧3 - (-2)∧2 + 7(-2) + k
3(-8) - 5(4) -2k -2 = 8 - 4 - 14 + k
-36 - 2k = -10 + k
3k = -36
k = -12
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