Question

NO SPAMNO SPAM

ans fast......​

Answer 1

Answer:

Division algorithm stated that a polynomial f(x) can written as

f(x)=g(x)q+r where q and r are unique integer and 0<=r<g(x).

Here,

g(x)=2x+3 and r(x)=x−1

The power of the remainder is always less than the power of the divisor

Here, the degree of remainder is 1 and the degree of divisor is 1, which is not possible. Thus, (x−1) cannot be the remainder of p(x) when divided by (2x+3)

Answer 2

no, x - 1 cannot be remainder for given polynomial.

please mark me as brainlist if you found my answer helpful