Find the zeroes of quadratic polynomial, if the sum and product of zeroes are √2 and -3/2 respectively.
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Answer:
The quadatic polynomial.
Step-by-step explanation:
Sum of the zeros (S) =25−3
Product of the zeros (P) =2−1
The, the required polynomial is given,
p(x)=k(x2−Sx+P)
⇒p(x)=k(x2+253x−21)
⇒p(x)=25k(25x2+3x−5)
where k is a non zero real number
Zeros of the polynomial are
p(x)=0
⇒25k(25x2+3x−5)=0
⇒25x2+3x−5=0
⇒25x
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