Make the correct alternative in the following question:A student was asked to prove a statement P(n) by induction. He proved P(k +1) is true whenever P(k) is true for all k > 5 ∈ N and also P(5) is true. On the basis of this he could conclude that P(n) is true.(a) for all n ∈ N (b) for all n > 5 (c) for all n ≥ 5 (d) for all n < 5

Make the correct alternative in the following question:A student was a

1.	Make the correct alternative in the following question:A student was asked to prove a statement P(n) by induction. He proved P(k +1) is true whenever P(k) is true for all k > 5 ∈ N and also P(5) is true. On the basis of this he could conclude that P(n) is true.(a) for all n ∈ N (b) for all n > 5 (c) for all n ≥ 5 (d) for all n < 5
Answer» Make the correct alternative in the following question: A student was asked to prove a statement P(n) by induction. He proved P(k +1) is true whenever P(k) is true for all k > 5 $\in$ N and also P(5) is true. On the basis of this he could conclude that P(n) is true. (a) for all n $\in$ N (b) for all n > 5 (c) for all n $\geq$ 5 (d) for all n < 5