2. A squirrel is scampering and climbing, jumping from one branch to another. It's height (in feet), h(t), after t seconds is shown below. (4 points) 30 25 20 y, height in feet 15 10 5 10 15 20 25 30 t, time in seconds a) Find and interpret h(15) b) Solve and interpret h(t) = 20. c) State the domain and range of this function using interval notation. Explain what each represents in the context of the problem. 3. The height of a baseball, H(t) ( measured in feet) after t seconds is given by H(t) = -1612 + 75t + 5. Answer the following using DESMOS and a graph of the function. Include a small sketch of the graph with the relevant point(s) labeled (6 points) a) Find and interpret H(0). 100- b) Find and interpret H(1) -50 c) Solve and interpret H(t) = 50. 0