find the root of the quadratic equation y^2-7
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Answer:
Given
y
2
−7y+2=0
which is of the form ax
2
+bx+c=0
∴a=1,b=−7,c=2.
now, discriminant, D=b
2
−4ac
=(−7)
2
−4(1)(2)
= 49-8
= 41 > 0
Since D > 0, the two roots are real and distinct.
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