Question: I need help with this problem please. 1. an Place the following 5 steps into an appropriate order for a proof by mathematical induction of

I need help with this problem please.

1. an Place the following 5 steps into an appropriate order for a proof by mathematical induction of For every natural numbern 2 1, 12 * 1 + 12 * 2 + 12 * n = 6 n (n+1) Verify that 12* 1 + 12* 2 +. ..12 * n = 6 n (n+1) in this case Consider the base case of n = 1 Suppose that 12* 1 + 12* 2 + .12 * n = 6 n (n+1) Verify that 12* 1 + 12* 2 + ..12 * (n+1) = 6 (n+1) ((n+1) + 1] Let n be an arbitrary natural number

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