HomeIBThe factor and remainder theoremIB The factor and remainder theorem 1 year agoLast Update on May 1, 2023Less 1 min162 Views0 Comments Remainder theorem when we divide a polynomial f(x) by x − c the remainder r equals f(c) Let’s say f (x) ÷ (x − c) = q(x) + r where r is the remainder. We also know f (x) = (x − c)q(x) + r If we now substitute x with c f (c) = (c − c)q(c) + r but c − c = 0, therefore f (c) = r Factor theorem when f (c) = 0 then x − c is a factor of the polynomial Next Topic Tags:Factor theoremRemainder theoremThe factor and remainder theorem Shares: Previous PostRearranging functionsNext PostFundamental theorem of algebra Related Posts Leave a Reply Cancel replyYour email address will not be published. Required fields are marked * Save my name, email, and website in this browser for the next time I comment. Δ