(K-4)x^2+2(k-4)x+4=0 Find the value of K
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Let's assume this equation has real roots...
Therefore,
b^2 - 4ac is greater than or equal to zero..
(2k-8)^2 - 4(k - 4) >or = 0
4k^2 - 2(2k) (8) + 64 -4k + 16 >=0
4k^2 - 32k - 4k + 80 >=0
k^2 - 9k + 20 >=0.
k^2 - 5k - 4k + 20 >=0
(k - 5)(k + 4) >=0
Therefore there can be two values of k
5 and -4
Hope this helps....
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