4x^4+2x^3-px-28 has -2 as its zero find the value of p for which the polunomial
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Answered by
2
p(-2)=4(-2)^4+2(-2)^3-p(-2)-28
=56-16-2p-28
=12-2p
As p(x) is the factor of f(x)
12-2p=0
-2p= -12
p= -12/-2
p=6
=56-16-2p-28
=12-2p
As p(x) is the factor of f(x)
12-2p=0
-2p= -12
p= -12/-2
p=6
nareshshah:
thanks
Answered by
2
p(-2)=4(-2)^4 +2(-2)^3-p(-2) -28=0
4*16+2*(-8)-px-28=0
64-16-px-28=0
20-px=0
20-p(-2)=0
20+2p=0
20=-2p
p=-20/2
p=-10
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thanking you
all the best
4*16+2*(-8)-px-28=0
64-16-px-28=0
20-px=0
20-p(-2)=0
20+2p=0
20=-2p
p=-20/2
p=-10
mark me brainliest coz of my hardwork plzz
thanking you
all the best
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