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An employer pays $3,000 per month for renting office space, and pays a total of 12 employees (including yourself) $1,000 per month (each) plus a bonus of $10 for each unit of work completed by that employee that month.;Suppose also that your employer makes $18 (gross) per unit of work done by an employee. Use Profit = Revenue ? Cost (P = R - C)[Total points: 16];1. Suppose you complete 200 units this month. How much will you be paid? [1 pt];2. Suppose all of your co-workers (on average) also complete 200 units this month. Find your boss? profits. [1 pt];3. Repeat 1 and 2 with an average of 300 units this month. [2 pt];4. Find your monthly pay S in terms of x, the number of units of work you complete that month. [1 pt];5. If all of your co-workers produce/sell (on average) x units per month, find the monthly profit P of your employer in terms of x. [1 pt];Graph this equation [1 pt]*, and use the graph and the equation to determine how productive your employees have to be for your boss to;(a) break even [1 pt];(b) make $1,000 per month [1 pt];(c) make $5,000 per month [1 pt];In addition find the y-intercept and use that as one of your points.;What is the meaning of the x-intercept [1 pt] and the y-intercept [1 pt] (In this problem, the y-axis represents P (profit))?;6. Due to the revenue from the units of work you completed, your employer is now able to rent a bigger office ($10,000 per month), and employ 50 employees (at the same wages). Find your boss? profits P in terms of x [1 pt] (Do not graph) and answer parts a, b, and c from above [3 pt].;*Make x-axis x, # ***** units and make it into 25, 50, 75, 100, etc units.;Make y-axis P for profit and the divisions $1000, $2000, $3000, etc. Be sure to show negative values for profit but not for # ***** units


Paper#81007 | Written in 18-Jul-2015

Price : $27