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If any number k is a solution to a polynomial euqation, then that polynomial must factor into the form (x+k)(some expression). True or False?
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I believe this is false, and its kind of a tricky one, remember that a solution to a polynomial will result in the entire expression becoming equal to zero so (x + k)(some expression) = 0 so if we plug in the hypothetical solution x = k we get (k + k)(some expression) = 0 which would only be true for k = 0 or the other expression equaling zero but if we change the operation to subtraction: (x - k) then any number k will result in a solution, so because of that addition instead of subtraction, the statement is false
thank you so much...pre-calc is kicking my butt.
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