if the sum of the square of the zeroes of the quadratic polynomial f(x) = x2-px+70 is equal to 149, then the value of P is
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=> f (x)= x^2-px+70
=> then here a=1 and b =-p and c=70
=>let A and ß be zeros of f (x)
=> A^2+ß^2= 149
=> (A+ß)^2 -2Aß = 149
=> (-b/a)^2 -2 (c/a) =149
=> (-(-p/1))^2 -2 (70/1)= 149
=> (p)^2 -140= 149
=> p^2= 149+140
=> p^2 = 289
=> p= 17
therefore p= 17
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