Question

when a polynomial p(x) is divided by (2x+1), is
is it possible to have (x-1) as a remainder.Justify​

Answer 1

Answer:

YES OFCOURSE!!!!!

Step-by-step explanation:

DIVIDEND = p(x)

DIVISOR = 2x+1

REMAINDER = x-1

WE KNOW THAT DEGREE OF DIVISOR IS ALWAYS GREATER THAN OR EQUAL TO THE DEGREE OF REMAINDER.

IN THE CASE YOU HAVE SELECTED,

DEGREE OF DIVISOR = DEGREE OF 2x+1 = 1

DEGREE OF REMAINDER = DEGREE OF x-1 = 1

=> DEGREE OF DIVISOR = DEGREE OF REMAINDER = 1

FOR EXAMPLE YOU CAN TAKE ANY POLYNOMIAL q(x) AS QUOTIENT LIKE x, x² OR ANYTHING, THEN CALCULATE p(x) = (2x+1) × q(x) + (x-1)

IF YOU CAN UNDERSTAND MY SOLUTION, THEN MARK MY ANSWER AS BRAINLIEST ‍‍.