Plz answer this question
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Heya Friend,
Here is your answer.
》》》》》》》》》
You dont mention what to do with this question.
You can do it By :
✔ Remainder theorom and ( This one I''ll do it here.)
✔ long division method.
▶ Remainder Theorom
☆ P (p) = 8p^3 - 729 - 108p^2 + 486 p
g (p) = 2p-9
☆ 2p-9 = 0
2p = 9
p = 9/2
☆ P ( 9/2) = 8× (9/2)^3 - 729 - 108 × 9/2
☆ P ( 9/2) = 0
☆ 0 is remainder.
☆ So, we can tell that (2p-9) is a factor of P (p)
Hope it helps..!!
Here is your answer.
》》》》》》》》》
You dont mention what to do with this question.
You can do it By :
✔ Remainder theorom and ( This one I''ll do it here.)
✔ long division method.
▶ Remainder Theorom
☆ P (p) = 8p^3 - 729 - 108p^2 + 486 p
g (p) = 2p-9
☆ 2p-9 = 0
2p = 9
p = 9/2
☆ P ( 9/2) = 8× (9/2)^3 - 729 - 108 × 9/2
☆ P ( 9/2) = 0
☆ 0 is remainder.
☆ So, we can tell that (2p-9) is a factor of P (p)
Hope it helps..!!
Anonymous:
ok
tq
No problem
can u ask another Que?
I can ans by long division
not now
but at nyt
ok
at nyt i'll inbox u
ok
Answered by
4
When the equation is divided by 2p-9
Remainder is 0.
Remainder is 0.
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