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Water that is added to a reservoir is given by the function \(w(t)=t^{3}-t^{2}+100\), where \(w\) is measured in gallons and \(t\) is in days. At the same time, the amount of water that is released out of the reservoir is given by the function, \(p(t)=t^{3}-3t^{2}+300\), where ‘\(p\)’ is measured in gallons and ‘\(t\)’ is in days. Which of the following expressions represents the difference between \(w(t)\) and \(p(t)\)? (Select all that apply)
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