QUESTION 14Population modeling of multiple eventsAlligators are farmed at a large scale world-wide for their commercial values. One such alligator farm in Mozambique has an estimate of 980 alligators at the beginning of January 2020. These alligators have a steady birth rate of 1.0000% per month and a steady death rate of0.5000% per month. Additionally, the following information is known Towards the end of the 10th month, adenoviral hepatitis (a disease) causes the death of 11 alligators. Around the end of every October and every November, 42 alligators are exported overseas. Around the end of every January, 36 alligators are added to the population for selective breeding. Towards the end of the 19th month, a resident illegally releases 17 alligators into the farm when no one is watching.You are asked to conduct a study to monitor the population of the alligators on the farm using the program below. Complete the program, and make the program stop once the population at the beginning of month t is below 490.clear; clcbirth = 0.0100; % birth ratedeath = 0.0050; % death ratedeltat = 1; % time step is 1 monthP(1) = 980; % initial population sizeINITIAL_T;while (WHILE CONDITION)P(t+1) = P(t) + deltat * (birth - death) * P(t);HEADCOUNT_CORRECTION;% Correction 1 if (CONDITION1)P(t + 1) = P(t + 1) - 11;