Answer should be in Python.

Find the line in the task3b.py stating TODO 1 . To complete TODO 1 assign the following constants with the values as indicated. - Define 5 constants for the initial populations of the fish in each pond with the following names: INIT_POP_POND_1, INIT_POP_POND_2, INIT_POP_POND_3, INIT_POP_POND_4, and INIT_POP_POND_5. Assign them with the following values: 10,25, 12,30 , and 4. - Define 5 constants for the population yearly growth rate with the following names: YEARLY_GROWTH_POND_1, YEARLY_GROWTH_POND_2, YEARLY_GROWTH_POND_3, YEARLY_GROWTH_POND_4, YEARLY_GROWTH_POND_5. ASSign them with the followin values: 2.0,1.5,1.8,2.2, and 1.5. - Define 1 constant for the number of years since the introduction of the initial population, after the passing of which we are estimating the number of fish. Name the constant YEARS. Set it to 3 . In TODO 2, you will implement the pop_after_n_years function with the init_pop, yearly_growth and parameters. The function computes the size of the population after n years, given the initial size of the population and the yearly growth rate. The general formula for a single pond is as follows: For example, a rate of 1.5 means that there would be 15 fish after 1 year if the particular pond was seeded with 10 fish. =10(1.510)=576.65 In TODO 3 , you will define pond_1 - pond_5 variables ( 5 altogether) and assign each with the value returned by the pop_after_n_years. For each variable, the pop_after_n_years function call needs to be provided with the matching arguments from constants defined in . For example, the correct assignment to the variable looks like this: pond_1 =pop_after_n_years (INIT_POP_POND_1, YEARLY_GROWTH_POND_1, YEARS) In TODO 4 , you will define the total_population variable and assign it the sum of the variables defined earlier