If the sum of zeros of a polynomial x^2-(k+3)x +(5k-3) is one fourth of product of zeros . Find the value of k?
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Answer:
Step-by-step explanation:
A=1 , b=-(k+3) , c=5k-3
Product of zeroes = c/a
=5k-3/1 = 5k-3
Alpha + beta = -b/a
-(-k+3) / 1 = k+3
Atq
K+3 = 5k-3 / 4
4(k+3) = 5k-3
4k+12=5k-3
5k-4k = 12+3
K=15
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