verify the relation between zero and coefficients of the quadratic polynomial xsquare-25
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Answer:
x²-25
Step-by-step explanation:
let x² be alpha,
and -25 be beta
x²+0x²-25=0
a=1, b=0, c=(-25)
sum of coefficient = -(1st term)/(2nd term)=-b/a
therefore, alpha +beta = -0/-25=0
product of coefficient = alpha*beta =c/a=-25/1=-25
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