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\[0.04(x+50)^{2}-3(x+50)+56\]
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This becomes \[0.04(x^2+100x+250)-3x-150+56\] Which simplifies to being \[x^2/25+x+6\] If you are looking for the solutions for x, they can be found by factoring. If we factor, we have: ((x+10)(x+15))/25=0 Multiplying both sides by 25 gives us: (x+10)(x+15)=25 Now we can find the solutions for x, which are: x=15, x = 10.
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