3. If one zero of the polynomial 1)
! kr + 1 is - 4 then the vals of is
(c)
(1)
.
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Given −3 is the zero of the polynomial (k−1)x
2
+kx+1
So −3 must satisfy the equation (k−1)x
2
+kx+1=0
⟹(k−1)(−3)
2
+k(−3)+1=0
⟹9(k−1)−3k+1=0
⟹9k−9−3k+1=0
⟹6k=8
⟹k=
3
4
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