find
the value of K for which the
for which the quadratic
equation (k+u) x² + (k+ 1) x + 1 = 0
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1
Answer:
Given (k+1)x
2
−2(k−1)x+1=0 has equal roots
⟹Discriminant=0
⟹(−2(k−1)) 2−4(k+1)=0
⟹4(k 2−2k+1)−4k−4=0
⟹k2−3k=0⟹k=0,3
Hope it will help u
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