the polynomial ax³-3&2x²-5x³+a when divided by x-4 leaves p and q respectively, find the value of a if 2p-q
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Given the first polynomial ax^3 -3 is divided by x-4 and left remainder p
so by remainder theorem p = a(4)^3 -3
p = 64a-3
Secondly 2x^2-5x^3+a is divided by x-4 and left q as remainder
q = 32-5(64)+a
= 288+a
now 2p -q is 2(64a-3) -(288+a)
132a -6 -288-a
131s -294
so by remainder theorem p = a(4)^3 -3
p = 64a-3
Secondly 2x^2-5x^3+a is divided by x-4 and left q as remainder
q = 32-5(64)+a
= 288+a
now 2p -q is 2(64a-3) -(288+a)
132a -6 -288-a
131s -294
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if 2p -q is somewhat else then u can put value of that instead of 0.
i have put 2p-q =0 because the question was incomplete.
it's best answer i know.
please mark it as brainlist if you like.
don't forget to thank me.
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i have put 2p-q =0 because the question was incomplete.
it's best answer i know.
please mark it as brainlist if you like.
don't forget to thank me.
you can follow me as well if u like my answer.
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