if ( n-1 ) is a factor of 4n³+3n²–4n+k. then find the value of k.​

if ( n-1 ) is a factor of 4n³+3n²–4n+k. then find the value of k.​

About the author
Brielle

2 thoughts on “if ( n-1 ) is a factor of 4n³+3n²–4n+k. then find the value of k.​”

  1. Given:

    • 4n³ + 3n² – 4n + k

    Find:

    • Value of K

    Solution:

    (n – 1) = n = 1

    4 ༝ (1)³ + 3 ༝ (1)² – 4 ༝ 1 + k

    4 + 3 – 4 + k

    3 + k

    k = -3

    • Hence, the value of k is 3.
    Reply

Leave a Comment