Bac Maths Spécialité Practice Questions - Baccalauréat Général - Spécialité Mathématiques (Terminale) Exam

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In the Terminale spécialité Mathématiques programme, the principle of reasoning by induction (raisonnement par récurrence) proves a property P(n) for all integers n greater than or equal to a starting value. Which two steps are required?

Show P is true for one large value of n Differentiate P(n) and show the derivative is positive Verify P at the starting value only Initialisation (base case) and hérédité (inductive step P(n) implies P(n+1))

Correct Answer:

Initialisation (base case) and hérédité (inductive step P(n) implies P(n+1))

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