Question: requirements a-e please! Problem 3-62 (Algo) CVP, Operating Leverage, and Margin of Safety Percentage (LO 3-1, 2, 4) Miami Training Support (MTS) produces materials for

Problem 3-62 (Algo) CVP, Operating Leverage, and Margin of Safety Percentage (LO 3-1, 2, 4) Miami Training Support (MTS) produces materials for companies to use for training new hires as well as advanced training for employees who have been promoted to new positions. Most of the material has been created and produced by Miami employees. There is some unique content, however, and that material differentiates the company from competitors. MTS includes this content its courses. This content was created and produced by one of the founders of MTS, who is about to leave the company. As a part o the compensation agreement to be signed, MTS may continue to use the unique content, but must pay the founder (the original creator) a royalty. Many of the details have been decided, but some specific issues need to be resolved, MTS is looking to you for advice on how to structure the agreement. Specifically. MTS is considering two options for paying the royalty. The first is course based, where MTS will pay the founder $1,000 each of the courses sold. The second is a flat, annual foe of $178,000 for the use of the material in any of its course. The royalty agreement will run one year and the royalty option chosen cannot be changed during the agreement. All other royalty terms are the same. MTS charges $5,000 for a training course. The variable costs for a course (excluding any royalty) is $800. Annual fixed costs (excluding any royalties) are $502,400. Required: a. What is the annual break-even level in terms of courses sold assuming 1. The course based royalty agreement? 2. The flot-rate royalty agreement? b. At what annual volume would the operating profit be the same regardiess of the royalty option chosen? c. Suppose MTS is unsure of the pricing and costs for its courses (other than the costs of the royaliy payments under the two options At what annual volume would the operating profit be the same regardless of the royalty option chosen? d. Assume an annual volume of 300 courses. What is the operating leverage assuming 1. The course-based royalty agreement? 2. The flat-rate royalty agreement? e. Assume an annual volume of 300 seminars. What is the margin of safety assuming 1. The course-bosed royolty agreement? 2. The flet-rate royalty agreement? Complete this question by entering your answers in the tabs below. What is the annual breakewen level in terms of courses sold assuming 1. The courie-based rovaly agreement? 2. The fiat-rate royally agroement? each of the courses sold. The second is a flat, annual fee of $178,000 for the use of the material in any of its course. The royalt agreement will run one year and the royalty option chosen cannot be changed during the agreement. All other royalty terms ar same- MTS charges $5,000 foc a training course. The variable costs for a course (excluding any royalty) is $800, Annual fixed costs (excluding any royalties) are $502,400. Required: a. What is the annual break-even level in terms of courses sold assuming 1. The course-based royalty agreement? 2. The flat-fate royalty agreement? b. At what annual volume would the operating profit be the same regardless of the royalty option chosen? c. Suppose MTS is unsure of the pricing and costs for its courses fother than the costs of the royalty payments under the two op At what annual volume would the operating profit be the same regardless of the royalty option chosen? d. Assume an annual volume of 300 courses. What is the operating leverage assuming 1. The course-based royalty agreement? 2. The flat-rate royoly agreement? e. Assume an annual volume of 300 seminars. What is the margin of safety assuming 1. The course-based royalty agreement? 2. The fiat-rate royalty agreement? Complete this question by entering your answers in the tabs below. What is the annual bresk-even level in terms of courses sold assuming 1. The course-based royalty apreement? 2. The fiat-rate royalty agreement
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