If one of the zeros of (k-1) x2 + kx +1 is -3 , then the value of k is
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Answer:
p(x) = (k-1) ×2 + kx +1
p(-3) = (k-1) ×2 +k×-3 +1
p(-3) = (k-1) ×2 -3k +1
p(-3) = 2k-2 -3k +1
p(-3) = 2k-3k-2+1
p(-3) = -k-1
-k-1 =0
-k = 1
k = -1
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