The Goodparts Company produces a component that is subsequently used in the aerospace industry. The component consists of three parts (A, B, and C) that are purchased from outside and cost 35, 30, and 10 cents per piece, respectively. Parts A and B are assembled first on assembly line 1, which produces 155 components per hour. Part C undergoes a drilling operation before being finally assembled with the output from assembly line 1. There are in total six drilling machines, but at present only three of them are operational. Each drilling machine drills part C at a rate of 50 parts per hour. In the final assembly, the output from assembly line 1 is assembled with the drilled part C. The final assembly line produces at a rate of 175 components per hour. At present, components are produced eight hours a day and five days a week. Management believes that if need arises, it can add a second shift of eight hours for the assembly lines. The product is sold at $3 per unit. Assume that the cost of a drilling machine (fixed cost) is $34,000 and the company produces 8,200 units per week. Assume that four drilling machines are used for production. If the company had an option to buy the same part at $2 per unit, what would be the break-even number of units? (Round your answer to the nearest whole number.) Break-even point?