(k+1)x² - 2(k-1)x + 1 = 0 then find k if D=0 and formula of D = b²- 4ac.
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Step-by-step explanation:
(k+1)x2 - 2(k-1)x + 1 = 0
Comparing the following equation with ax2+bx+x=0
a=k+1 b=2(k-1) c=1
∆ = b2-4ac
2(k-1)2 - (4)(k+1)(1)
(2k-2)2 - 4k+4
2k2-(2)(2k)(2)+(2) (2)-4k+4
4k-8k+4-4k+4
-8k+8
-8k=-8
-8÷-8=k
1=k
K=1
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