Question

when a polynomial is $x^{3}-7x+6$ is divided by (x-1). find remainder.​

Answer 1

◇ Correct Question ◇

*when a polynomial is $x^{3}-7x+6$ is divided by (x-1). find remainder.

$\rule{300}2$

★ Answer ★

let $\implies x-1=0 \\ \implies x=1$

→ Putting x=1 in the given polynomial.

By remainder theorem:-

$\implies x^{3}-7x+6 \\ \implies 1^{3}-7×1+6 \\ \implies 1-7+6 \\ \implies -6+6 \\ \implies remainder = 0$

Answer 2

Answer:

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