find the remainder -2y^6+3y^3-5y-2 divided by (y+2) and (y-2)
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Answer:
By remainder theorem
(y+2=0) & (y-2=0)
therefore, y = -2 or y = 2
Now,
P(-2) = -2^(-2)^6 +3^(-2)^3 -5^(-2)-2
P(-2) = 24 - 18 -20
P(-2) = 24 - 38
P(-2) = -14
and,
P(2) = -2^(2)^6 +3^(2)^3 -5^(2)-2
P(2) = -24 + 18 + 20
P(2) = -24 + 38
P(2) = 14
Hence, 14 and -14 are the remainders.
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