(Score for Question 1: _of 10 points) 1. Mr. Wilson owns a farm with a watering trough for the horses. It is shaped like a rectangular prism with the dimensions of 9 ft, 3 ft, and 2 ft. (a) Mr. Wilson owns 38 horses. Each horse drinks 1 3 3 of water per day. Will the trough hold enough water for all 38 horses if Mr. Wilson fills the trough once a day? Explain your answer (b) Mr. Wilson uses a cylindrical bucket with a circumference of 5.024 it and a height of 2.2 ft to fill the trough. How many buckets of water can Mr. Wilson pour into the trough without it overflowing? Show your work. Use 3.14 for . Answer.(Score for Question 3: _of 10 points) 3. Use the following ordered pairs to complete the problems: (-2. 0). (2. 0). (-1, 0). (3, 0), (0. 12). (a) Write the equation of a fourth degree polynomial function in standard form that goes through the given points. Show your work. (b) Sketch a graph of the polynomial function from Part (a). Label each intercept. Answer. 10 -3(Score for Question 2: _ _of 10 points) 2. In 2010, the population of a town was 8500. The population decreased by 4.5% each year. (a) Write an equation to find the population of the town f years after 2010. (b) In what year will the population of the town be 7000? Show your work