If @ and 1/@ are the zeroes of 4x² - 17x + k-4
Then find the value of k.
@ = alpha
Answers
Answered by
4
here c= k-4, and a = 4
product of zeroes = c/a
=>. @×1/@ = (k-4)/4
1 = (k-4)/4
4 = k-4
k = 4+4
k = 8
Answered by
4
Hi !
4x² - 17x + k-4
a = 4
b = -17
c = k - 4
1/@ and @ are zeros of the polynomial.
Hence, their product must be equal to c/a
1/@*@ = c/a
1 = c/a
1 = k-4/4
k - 4 = 4
k = 8
Value of k is 8
4x² - 17x + k-4
a = 4
b = -17
c = k - 4
1/@ and @ are zeros of the polynomial.
Hence, their product must be equal to c/a
1/@*@ = c/a
1 = c/a
1 = k-4/4
k - 4 = 4
k = 8
Value of k is 8
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