a. One species of bacteria grows according to the discrete Malthusian growth model Hn+1=1.0353Hn,H0=10,000 where n is in min Find the population at the end of the 3 periods per 10min,H1,H2, and H3 Determine how long it takes for this population to double b. Another bacteria species starts with a smaller population, but grows more quickly Gn+1=1.00064Gn,G0=50,000 Find the doubling time of this population of bacteria Determine how long until the populations of the two species are equal