L Determine the three 3-D planes whose point of intersection would solve the following problem: A car rental company spent $50,000,000 in putting together a eet of small, medium, and large cars by purchasing them from three motor retail outlets in the form of packages that consisted of a mixture of different sized cars. M R1, the first motor retail outlet, offered packages costing $500,000 each that consisted of 5 small cars, 5 medium cars, and 10 large cars; M R2 offered packages costing $400,000 each that consisted of 10 small, 5 medium, and 5 large cars; and MR3 offered packages costing $200,000 each that consisted of 5 small cars (no medium cars) and 5 large cars.The rental company purchased exactly a third of its packages from MR3 and ended up with exactly twice as many small cars as medium and large combined. How many packages did the company purchase from each retail outlet? Clearly state what each of your variables denotes; just set up the equations and stop. 3 points