Put the following steps in order to make a correct template for proofs by mathematical induction.
a.Prove that Plk + 1) is true by making use of the assumption P(k).
b.Express the statement to be proved in the form "for all n 2 b, P(n)" for a fixed integer b.
c.State the conclusion by writing "By mathematical induction, P(n) is true for all integers n with n 2 b."
d,Write, "This completes the inductive step." Write "Inductive step" and "Assume that P(k) is true for an arbitrary fixed integer k 2 b."
e.State what needs to be proved, writing out what Plk + 1) says.
f.Write "Basis step" and show that P(b) is true.