The wolf population in Algonquin Park is modelled by the function P(t) = 5t+7 where P C+1 is the population of wolves in thousands, and t is the time in years since 1980. 1. Determine the rate of change of the wolf population in 1997. Explain what your value means. Round your answer to two decimal places. Also, explain what this means overall about the wolf population. 2. Make a full sketch of the curve using the six-step method taught in class. Your graph must be drawn BY HAND. 3. Determine the initial wolf population. You can use your graph or solve it algebraically. Please explain how you got your answer and show your work. 4. Use the graph (t 2 0) to determine if the wolf population will ever become extinct. Explain your