1.If a particle has a constant acceleration, then its position function is a cubic polynomial
2.If F and G are antiderivatives of f on the set of all real numbers then F(2)%26gt;G(2) implies F(4)%26gt;G(4)
3.An equation that involves the derivatives of a function is called a differential equation.
4.If f(x) is negative for all x then its antiderivatives are increasing functions.
5.An antidrivative of 5x^4 is x^5+e
6.A function f has at most one antiderivative.Anti Derivatives True and False?
false , true , true %26amp; false...there are equations called integro differential equations and then of course if F(t) =integral of f(t) this involves a derivative, false, true , false
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