for what value of k ,x=a is a solution of equation x^2-(a+b)x +k=0
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x^2 - (a+b)x + k = 0
k = (a+b)x - x^2
Taking 'x' common is RHS
k = x(a+b-x)
so, k must include x and b to cancel out x and b in RHS
We asume k to be xb
xb = x(a+b-x)
cancel 'x' in both sides
b = a+b-x
b-b = a-x
0 = a-x
a = x
Therefore, k= xb
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