a cube + 3 a square b + 3 a b square plus b cube minus 8
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184
a³+3a²b+3ab²+b³- 8
(a+b) ³-2³
(a+b-2) (a²+2ab+b²+4+2a+2b)
(a+b) ³-2³
(a+b-2) (a²+2ab+b²+4+2a+2b)
Answered by
5
Answer:
ANSWER IS 0
Explanation:
THE Remainder is equal to f (b) by reminder
theorem = f(b) = b^3-3b^2b+3b×b^2-b^3
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