Fonte: College Board — AP Calculus AB, Exame completo de treino, 2012
AP Calc AB · Limits and derivatives
Unit 5: Analytical Applications of Differentiation
37 questões de exames AP anteriores, das mais recentes para as mais antigas. Página 2 de 2.
Fonte: College Board — AP Calculus AB, Exame completo de treino, 2012
Fonte: College Board — AP Calculus AB, Perguntas de resposta aberta, 2011
Fonte: College Board — AP Calculus AB, Resposta aberta, forma B, 2011
Fonte: College Board — AP Calculus AB, Resposta aberta, forma B, 2011
Dificuldades em Unit 5: Analytical Applications of Differentiation?
Os nossos professores tiram as dúvidas numa explicação individual — online, ou em casa com um professor da zona.
Fonte: College Board — AP Calculus AB, Perguntas de resposta aberta, 2010
Fonte: College Board — AP Calculus AB, Resposta aberta, forma B, 2010
Dificuldades em Unit 5: Analytical Applications of Differentiation?
Os nossos professores tiram as dúvidas numa explicação individual — online, ou em casa com um professor da zona.

![Questão Secção II · 3 — 3. Let f be the continuous function defined on [ ] 4, 3 - whose graph, consisting of three line segments and a semicircle centered at the origin, is given above. Let g be the function given by ( ) ( ) 1 . x g x f t dt =…](https://kwpdfdwqxkalccmcbeph.supabase.co/storage/v1/object/public/exam-items/ap-calculus-ab/2012-practice/item-II-3.41fab64e0b.webp)


![Questão 6 — 6. Let g be the piecewise-linear function defined on [ ] 2 , 4 p p - whose graph is given above, and let ( ) ( ) ( ) cos . 2 x f x g x = - (a) Find ( ) 4 2 . f x dx p p -Ú Show the computations that lead to your answer.…](https://kwpdfdwqxkalccmcbeph.supabase.co/storage/v1/object/public/exam-items/ap-calculus-ab/2011-formB/item-6.4866cb524d.webp)

![Questão 5 — 5. The function g is defined and differentiable on the closed interval [ ] 7, 5 - and satisfies ( ) 0 5. g = The graph of ( ), y g x = ¢ the derivative of g, consists of a semicircle and three line segments, as shown in…](https://kwpdfdwqxkalccmcbeph.supabase.co/storage/v1/object/public/exam-items/ap-calculus-ab/2010-frq/item-5.4dabae7e1d.webp)
