if a and b are the zeros of the polynomial x2+bx+c find the value of a2+b2
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Given Polynomial:
p(x)=x²+bx+c
To find:a²+b²
Solⁿ: We know,
a+b=-b/a
ab=c/a
From identity,
a²+b²=(a+b)²-2ab....i
Now,
putting the values of ab and a+b in i
so, a²+b²=(-b/a)²-2(c/a)
= b²/a²-2c/a. {by LCM}
a²+b²= b²-2ac/a²
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