for what value of k, x=a is a solution of equation x2-(a+b)x+k=0
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Answered by
2
Given, x2 - (a+b) x + K =0
For x = a, we have
a2 - (a+b)a + K =0
⇒ a2 - a2 - ab + K =0
⇒ - ab + K =0
⇒ K = ab
Hence, for k = ab, x =a is a solution of the equation x2 - (a+b) x + K =0.
For x = a, we have
a2 - (a+b)a + K =0
⇒ a2 - a2 - ab + K =0
⇒ - ab + K =0
⇒ K = ab
Hence, for k = ab, x =a is a solution of the equation x2 - (a+b) x + K =0.
Answered by
0
here x^2-(a+b)x+k=0
=> a^2-a^2-ab+k=0
therefore k=> ab
=> a^2-a^2-ab+k=0
therefore k=> ab
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