Prove that the polynomial x^2+2x+5 has no zero
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Let p(x)=x²+2x+5
The discriminant, D=(2)²-4.1.5=4-20=-16<0
∴, p(x) has no real zeros since the discriminant is negative.
The discriminant, D=(2)²-4.1.5=4-20=-16<0
∴, p(x) has no real zeros since the discriminant is negative.
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