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The Remainder Theorem states that: Select one: a. if a polynomial f(x) is added by x – k, then the remainder is r = f(k). b. if a polynomial f(x) is multiplied by x – k, then the remainder is r = f(k). c. if a polynomial f(x) is divided by x – k, then the remainder is r = f(k). d. none of the above
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Hint: \[\frac{ p(x) }{ (x-a) } = q(x)\] with remainder r(x), where p(x) is a polynomial
none of the above ?
Compare my answer with all of the above.
ok thanks
Np
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ok when i solve by x can i use synthetic division ?
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