Exam 5: Applications of Linear Equations
Exam 1: Review and Applications of Basic Mathematics205 Questions
Exam 2: Review and Applications of Algebra379 Questions
Exam 3: Ratios and Proportions148 Questions
Exam 4: Mathematics of Merchandising130 Questions
Exam 5: Applications of Linear Equations91 Questions
Exam 6: Simple Interest159 Questions
Exam 7: Applications of Simple Interest90 Questions
Exam 8: Compound Interest: Future Value and Present Value155 Questions
Exam 9: Compound Interest: Further Topics and Applications168 Questions
Exam 10: Ordinary Annuities: Future Value and Present Value137 Questions
Exam 11: Ordinary Annuities: Periodic Payment, Number of Payments, and Interest Rate107 Questions
Exam 12: Annuities Due277 Questions
Exam 13: Annuities: Special Situations20 Questions
Exam 14: Loan Amortization: Mortgages88 Questions
Exam 15: Bonds and Sinking Funds177 Questions
Exam 16: Business Investment Decisions129 Questions
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Genifax reported the following information for September:
a) Determine the unit sales required to break even.
b) What unit sales would generate a net income of $30,000?
c) What unit sales would generate a profit of 20% of the sales dollars?
d) What sales dollars are required to produce a profit of $20,000?
e) If unit variable costs are reduced by 10% with no change in the fixed costs, what will the break-even point become?

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M Studios estimates that it can sell 1500 camera lenses at $150 each. Total fixed costs are $120,000, and variable costs are $30 per lens. What unit sales are required to break even? What is the revenue generated if all units are sold? Use the graphical approach to CVP analysis to solve. 

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Determine the slope and y-intercept of each of the following equations:
-2b + 3 = 5a
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Solve the following problem using the Contribution Margin Approach.
Mickey's Restaurant had a net income last year of $40,000 after fixed costs of $130,000 and total variable costs of $80,000.
a) What was the restaurant's break-even point in sales dollars?
b) If fixed costs in the current year rise to $140,000 and variable costs remain at the same percentage of sales as for last year, what will be the break-even point?
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The monthly fixed costs of operating a 30-unit motel are $14,000. The price per unit per night for next year is set at $55. Costs arising from rentals on a per-unit per-day basis are $6 for maid service, $3 for supplies and laundry, and $3 for heat and utilities.
a) Based on a 30-day month, at what average occupancy rate will the motel break even?
b) What will the motel's net income be at an occupancy rate of: (i) 40%? (ii) 30%?
c) Should the owner reduce the price from $55 to $47 per unit per night if it will result in an increase in the average occupancy rate from 40% to 50%? Present calculations that justify your answer.
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The Armour Company had the following revenue and costs in the most recently completed fiscal year:
a) What is the unit sales volume at the break-even point?
b) How many units must be produced and sold for the company to have a net income of $1,000,000 for the year?

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Beta Inc. has based its budget forecast for next year on the assumption it will operate at 90% of capacity. The budget is
a) At what percentage of capacity would Beta break even?
b) What would be Beta's net income if it operates at 70% of capacity?

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Use the graphical method to solve the following pair of equations. 

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During an economic slowdown, an automobile plant lost $12,000,000 on the production and sale of 9000 cars. Total revenue for the year was $270,000,000. If the break-even volume for the plant is 10,000 cars per year, calculate:
a) The plant's total fixed costs for a year.
b) The net income if unit sales for the year had been equal to the 5-year average of 12,000.
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Use the Interactive break-even Chart and its accompanying in the textbook's OLC to answer the following problem. To access the chart, follow the instructions given in the NET @ssets box at the beginning of section 5.4 in the text.
Jordan is developing a business plan for a residential building inspection service he may start. Rent and utilities for an office would cost $1000 per month. The fixed costs for a vehicle would be $450 per month. He estimates that the variable office costs (word processing and supplies) will be $50 per inspection and variable vehicle costs will be $25 per inspection. Jordan would also spend $200 per month to lease a computer, and $350 per month for advertising.
a) If he charges $275 per inspection, how many inspections per month are required before he can "pay himself?"
b) How many inspections per month are required for Jordan to be able to draw a salary of $4000 per month?
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