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Divide using synthetic division 2x^2 + x - 10 by x - 2 a. 2x - 5 b. 2x + 5 c. x - 5 d. x + 5
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do it with your eyeballs
think about what you would have to multiply x - 2 by to get \[2x^2+x-10\]
first term has to be 2x last term has to be 5
alright minus or plus
plus
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The 2 should be factored out so that you work with a polynomial having a leading coefficient of 1: P(x) = 2*(x^2 + (1/2)*x - 5. Set up your synthetic division as follows: 2) 1 (1/2) -5 2 5 1 5/2 0. The quotient is x + 5/2. We need to double that to account for the deuce we factored out earlier. The answer is 2x + 5.
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