Using remainder theorem,find the value of k so that x 3 - 2k +kleaves the remainder 3 when divided by x+1
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P(x) = x³ - 2 k x + k
remainder = 3, when divided by x+1..
P(-1) = 3 = (-1)³ - 2 k (-1) + k
=> 3 k = 4
=> k = 4/3
remainder = 3, when divided by x+1..
P(-1) = 3 = (-1)³ - 2 k (-1) + k
=> 3 k = 4
=> k = 4/3
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