if the sum of the zeros of quadratic polynomial ky2+2y-3k is equal to twice their product find the value of k
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Given:
Quadratic polynomial ky² + 2y - 3k = 0
To Find:
Value of k
Solution:
we know,
sum of zeros = -b/a = -2 / k
product of zeros = c/a = -3k / k = -3
A/Q
sum of zeros = 2 * (product of zeros)
-2/k = 2 * (-3)
-2/k = -6
6k = 2
k = 1 / 3
So, the value of k = 1 / 3.
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