When cars burn one gallon of gasoline, 19.4 pounds of CO2 (carbon dioxide) is produced. Suppose you have a group of cars that have the following fuel efficiencies (miles per gallon): 117 mpg, 42 mpg, 38 mpg, 33.3 mpg, 31 mpg, 28 mpg, 23 mpg and 18 mpg. Create a row vector containing the fuel efficiencies. Use the appropriate array operations to calculate the amount of CO2 produced for each car if the cars were driven for the following distances given in miles: 15000 miles for the car with 117 mpg, 13500 miles for the car with 42 mpg, 14000 miles for the car with 38 mpg, 11000 miles for the car with 33.3 mpg, 12500 miles for the car with 31 mpg, 8000 miles for the car with 28 mpg, 9500 miles for the car with 23 mpg, and 4000 miles with the car with 18 mpg. The amounts of CO2 should be stored in a row vector. Problem 2: The distance a free-falling object falls is given by the equation D = gt2 where D is the distance, g is the constant 9.8 meters per second, and t is time in seconds. Using either the colon operator or the linspace function create a row vector for times from 0 to 3 minutes in 5 second intervals (increments). (The row vector should include 0 and 180). Using MATLAB array operations, calculate another row vector that contains the distance the object fell for each time.