At Tidewater Community College, freshman need to take a 100 level Math and English plus optional Philosophy course. Consider the combination problem with the following 3 constraints 1) In any semester the college needs to make available 8 less English sections than Math sections. 2) In any semester student demand for the optional Philosophy course is half as many sections as English sections. 3) Available classrooms limit the total sections of all three courses to 33 Interpret these constraints as three linear equations, using the variables: Number of Math sections, m Number of English sections, e Number of Philosophy sections, P Equation for constraint 1) Equation for constraint 2) Equation for constraint 3) Given these constraints how many sections of each course should the college make available each semester to meet demand? Math sections English sections Philosophy sections a Validate your solution with a 3d visualization. Upload a screenshot of the visualization showing the point of intersection labeled with coordinates