if x = – 1/2 is a solution of the Quadratic equation 3x²+ 2 Kx – 3 =0, find the value of k
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Answer:
hope it helps
Step-by-step explanation:
Since, x = – 1/2 is a solution of the Quadratic equation 3x²+ 2 Kx – 3 =0
here,
3x²+ 2 Kx - 3 =0
or, 3(-1/2)^2+ 2 K-1/2 – 3 =0
or, 3(1/4) - k - 3 =0
or, 3-12/4 - k = 0
or, 9/4 = k
so k = 9/4
Answered by
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Answer:
given x = -1/2
3x^2 + 2kx - 3 = 0
put the value of x
3(-1/2)^2 + k(-1/2) - 3 = 0
3(1/4) - k - 3 = 0
3/4 - 3 = k
(3 - 12)/4 = k
k = -9/4
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