Quantity (Units) Price per unit ($) Total Revenue (TR) ($) Fixed Cost Variable Cost(VC) Total Cost (TC) ($) Marginal Cost ($) Marginal Revenue ($) Profit ($) 10 15 150 100 100 200 20 15 -50 20 15 300 100 200 300 10 15 10 30 15 450 100 300 400 10 15 50 40 15 600 100 400 500 10 15 100 50 15 750 100 500 600 10 15 150 60 15 900 100 600 700 10 15 200 70 15 1050 100 700 800 10 15 250 80 15 1200 100 800 900 10 15 300 90 15 1350 100 900 1000 10 15 350 100 15 1500 100 1000 1100 10 15 400 110 15 1650 100 1100 1200 10 15 450 120 15 1800 100 1200 1300 10 15 500 130 15 1950 100 1300 1400 10 15 550 140 15 2100 100 1400 1500 10 15 600 150 15 2250 100 1500 1600 10 15 650 160 15 2400 100 1600 1700 10 15 700 170 15 2550 100 1700 1800 10 15 750 180 15 2700 100 1800 1900 10 15 800 190 15 2850 100 1900 2000 10 15 850 200 15 3000 100 2000 2100 10 15 900 210 15 3150 100 2100 2200 10 15 950 220 15 3300 100 2200 2300 10 15 1000 230 15 3450 100 2300 2400 10 15 1050 1240 15 3600 100 2400 2500 10 15 1100 Given the constant market price per unit of $15 and a fixed cost of $100, with variable costs being $10 per unit: Determine the break-even point where total revenue equals total cost. How many units must you sell to reach the break-even point? (4 points