10. Find the remainder in each of the following cases:
(0) When (2×4 – 6×3 + 2×2 – x + 2) is divided by
X + 1.
(ii)

10. Find the remainder in each of the following cases:
(0) When (2×4 – 6×3 + 2×2 – x + 2) is divided by
X + 1.
(ii) When 13x° -5x(x – 2) – V6(x² + 2) +
2/3(x+2) is divided by (x – 2).​

About the author
Peyton

1 thought on “10. Find the remainder in each of the following cases:<br />(0) When (2×4 – 6×3 + 2×2 – x + 2) is divided by<br />X + 1.<br />(ii)”

  1. [tex] \bold \red{answer}[/tex]

    If x + 2 = 0

    x = -2

    f(x) = 2×4 – 6×3 + 2×2 – x + 2, [By remainder theorem]

    f(x) = 2(-2)4 – 6(-2)3 + 2(- 2)2 – (- 2) + 2

    = 2(16) – 6(- 8) + 2(4) + 2 + 2

    = 32 + 48 + 8 + 2 + 2 = 92

    Hence, required remainder = 92.

    Reply

Leave a Comment