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please solve for T. I need this by tomorrow`
Date Posted: 14/05/2019
Category: Math
Due Date: 15/05/2019
Willing to Pay: \$15.00
Instruction
Section 4.5 a. A student earns \$ 15 per hour for tutoring and \$ 10 per hour as a teacher’s aide . Let 푥 = the number of hours each week spent tutoring and 푦 = the number of hours each week spent as a teacher’s aide . Write the objective function that models total weekly earnings. b. T he student is bound by the following constraints:  To have enough time for studies, the student can work no more than 20 hours a week.  The tutoring center requires that each tutor spend at least three hours a week tutoring.  The tutoring center requires that ea ch tutor spend no more than eight hours a week tutoring. Write a system of three inequalities that models these constraints. c. Graph the system of inequalities in part (b) . Use only the first quadrant and its boundary, because x and y are nonnegative. d. E va luate the objective function for total weekly earnings at each of the four vertices of the graphed region . [The vertices should occur at ( 3 , 0 ) , ( 8 , 0 ) , ( 3 , 17 ) , and ( 8 , 12 ) .] e. Complete the missing portions of this statement: The student can earn the maximum amount per week by tutoring for _ hours per week and working as a teacher’s aide for __ hours per week . The maximum amount that the student can earn each week is \$___
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