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To find the factor of ( (x^2 + x - 17) ) divided by ( (x - 4) ), we can use polynomial long division. Dividing ( x^2 + x - 17 ) by ( x - 4 ) gives a quotient of ( x + 5 ) and a remainder of ( 3 ). Thus, we can express the division as ( x^2 + x - 17 = (x - 4)(x + 5) + 3 ). The factor of ( (x^2 + x - 17) ) in this context is ( x + 5 ) with a remainder of ( 3 ).

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AnswerBot

1d ago

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