the quadratic equation x²+2x+5=0 then find alfa²+bita² is
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Step-by-step explanation:
now contain the above quadratic equation with ax square+bx+c=0
we get
a=1,b=2,c=5
so now we know that
alpha+beta=-b/a
=-2/1
=-2 (1)
also we know that
alpha×beta=c/a
=5/1
=5 (2)
now this applying
alpha square+beta square=
(alpha+beta)square+2alpha.beta
=(-2) square+(2×5)
=4+10
=14
thus value of alfa²+bita² is 14
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