Question

By actual division find the quotient and the remainder when
$({x}^{4 } + 1)$
is divided by
$( x- 1)$

Answer 1

the remainder is 2 because when value of is to be determined it will give 2

Answer 2

Answer:

Step-by-step explanation:

(x^4  + 1)/ (x-1) by actual division,

Quotient can be determined by step by step division that is by cancelling the first expression in the sequence, in this way first multiply the x with x^3 to get x^4 and hence cancel the first term and next term will be -x^3, and so on you will get remainder.