Answer the following problems

Principal Boyle was playing catch with her dog. She tossed a tennis ball for him to go after. The height h of the ball in feet over time in seconds I can be modeled by the function: h (I) = l6t2 + 33! + 5. 1. Create a table with at least 5 signicant points 2. Sketch a graph by hand scaled correctly for your problem 3. When did the tennis ball reach its maximum height? What was its maximum height? 4. What was the height of the tennis ball 2 seconds after it was tossed? 5. Based on the equation. after how many seconds did the tennis ball hit the ground (assuming the dog didn't catch it in the air)? 6. What are the domain and range of this problem situation