find a quadratic polynomial whose sum and product of the zeroes are 21/8 and 5/16 respectively
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We have given that sum of zeroes(S)= 21/8
and product of zeroes(P) = 5/16
so the quadratic polynomial p(x)= k(x2 - Sx +P)
p(x) = k(x2 - 21/8x + 5/16)
where k is any non-zero real number.
I Hope It Will Help!
^_^
We have given that sum of zeroes(S)= 21/8
and product of zeroes(P) = 5/16
so the quadratic polynomial p(x)= k(x2 - Sx +P)
p(x) = k(x2 - 21/8x + 5/16)
where k is any non-zero real number.
I Hope It Will Help!
^_^
Answered by
17
Hope it helps!
God bless you!
God bless you!
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