Final answer:
To determine the cricket population after 2 years with an initial population of 160 crickets that doubles each month, apply the exponential growth formula P = 160 * 2^24, resulting in a final count of 2,684,354,560 crickets.
Step-by-step explanation:
Population Growth Calculation
Let's calculate how many crickets will there be after 2 years if a population of 160 crickets doubles in size every month. To find the population after a certain number of months, we use exponential growth, which can be expressed with the formula P = P0 * 2^x, where P is the final population, P0 is the initial population, and x is the number of periods (months, in this case) the population has been growing.
To calculate the number of crickets after 2 years (which is 24 months), we plug in the values: P = 160 * 2^24. Hence, the final population is 160 * 16,777,216, which equates to a tremendous 2,684,354,560 crickets after 2 years.