If p(x) = 7x–1/x²+1find p(–2)
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Step-by-step explanation:
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Answer:
P(x)=(a+1)x
2
+(2a+3)x+(3a+4)
Sum of root (s) = -1
(
coff.ofx
2
−(coff.ofx)
)
⇒
a+1
−(2a+3)
=−1
−(2a+3)=−(a+1)
−2=a
Product of roots =
a+1
3a+4
=
−2+1
3(−2)+4
=2
(
coffofn
2
CConstant
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