please help!!

Note: You must write MATLAB code and then execute your code to produce output that solves this problem. You must show both your program and your program output in a screenshot(s) to receive full credit for this exercise. Program output may include plots and the required submission MUST INCLUDE ITEMS REQUESTED IN ALL 6 QUESTIONS.

EXERCISE 4 (6 pts)-WOLF PACK IN YELLOWSTONE NATIONAL PARK" INTRODUCTION: Population biologists study animal populations "in the wild" by collecting population data, demographics and variation over time. These data enable them to construct models of target populations, and to study the effect of various beneficial and detrimental events on these populations. In the problem that follows, construct MATLAB models of each population scenario using the "compute/correct" method discussed in class to apply necessary population corrections when needed. PROBLEM STATEMENT: A wolf pack in Yellowstone National Park numbers 65 total wolves. The pack's natural birth rate is 6.5%; their natural death rate is 3.2%. At the end of every even numbered year after year 1, a deadly bacterial infection strikes the pack and instantly reduces itspopulation by 7096. Hint: look at the hint in the previous problem.] Luckily, at the end of every odd numbered year after year 1, 22 wolves from neighboring Idaho wander into Yellowstone National Park Upon arriving, they permanently join the existing Yellowstone pack. Questionl. How many total wolves comprise the Yellowstone wolf pack at the beginning of year 22? (NOTE: WHOLE WOLVES, NOT FRACTIONAL WOLVES!) Construct a plot of the size of the Yellowstone wolf pack over time (i.e, plot the population vs. time, for years 1-22). What do you notice about the Yellowstone wolf pack's size as a function of time? Is it growing, decaying or doing something else? Construct a new, second model such that the deadly bacterial infection strikes the wolf pack only at the end of every sixth year Construct a second plot of the pack's size vs, time for this new model. Compare this second plot with the first plot and discuss the difference(s Question2. Question3. Question4. Question5. Question6. ) betweenthem