The Aperture Computer Corperation manufactures three types of computers: home, office, and gaming. The home models sells for $600, the office model sells for $800, and the gaming model sells for $1,100. A retailer wishes to purchase a total of 150 machines with a total budget of $125,000. Market research shows they will sell three times as many gaming models as home models. How many of each model should they produce. Let x represent the number of home models, y represent the number of office models, and z represt the number of gaming models. Which systems of equation solves the problem? O A. xty+z=125 600x + 800y + 1100z=150000 3x=z O B. 3xty=150 600x+800y+1100z=125000 O C. xty+z=150 600x + 800y + 1100z=125000 3x=z O D. xty+z=150 600x + 800y + 1100z=125000 x=3z