Write a polynomial division that has a quotient of x + 3 and a remainder of 2

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Write a polynomial division that has a quotient of x + 3 and a remainder of 2

Mathematics
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work backwards if you get to choose any one you like, try \((x+3)(x-5)+2\) or any of your choosing
of course you should multiply out, and get \[x^2-2x+3x-15+2=x^2+x-13\] now when you divide, the remainder has to be 2
@satellite73 Thank you very much! That helps a ton. I wasn't sure at first if I had to make the two binomials, but now it makes sense. Thank you :)

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