Find the reminder when p(x)=4x4+6x3+6x+6p(x)=4x^4+6x^3+6x+6p(x)=4x4+6x3+6x+6 is divided by x+2x+2x+2 A8B12C10D14Answer: C. 10 Read Explanation: x+2=0x+2=0x+2=0 ⟹ x=−2\implies{x=-2}⟹x=−2p(x)=4x4+6x3+6x+6p(x)=4x^4+6x^3+6x+6p(x)=4x4+6x3+6x+6p(−2)=4×−24+6×−23+6×−2+6p(-2)=4\times{{-2}^4}+6\times{{-2}^3}+6\times{-2}+6p(−2)=4×−24+6×−23+6×−2+6=64−48−12+6=64-48-12+6=64−48−12+6=10=10=10 Read more in App