how that each of these proposed recursive definitions of a function on the set of positive integers does not produce a well-defined function.

a) F(n) = 1 + F([n/2]) for n ≥ 1 and F(1) = 1.

b) F(n) = 1 + F(n - 3) for n ≥ 2, F(1) = 2, and F(2) = 3.

c) F(n) = 1 + F(n/2) for n > 2, F(l) = 1, and F(2) = 2.

d) F(n) = 1 + F(n/2) if n is even and n≥ 2, F(n) = 1 - F(n - 1) if n is odd, and F(l) = 1.

e) F(n) = 1 + F(n/2) if n is even and n≥ 2. F(n) = F(3n — 1) if n is odd and n ≥ 3, and F(l) = 1.

Actin and Myosin II – Muscle Power Myosin II o Short lever arm with 2 light chains Myosin V o Long lever arm with 6 light chains Myosin’s power stroke – head takes 1 step o Use the energy of ATP to crank up the lever arm Bind to actin filament Release and take a step o Every step uses the energy of 1 ATP o The head domain is...