"Jefferson Sports Medicine, Inc., offers two types of physical exams for students : the basic physical and the extended physical. The charge for the basic physical is $60, while the charge for the extended physical is $135 . Jefferson expects to perform 220 basic physicals and 190 extended physicals in July, 235 basic and 200 extended in August, and 105 basic and 110 extended in September . Prepa re the sales budget for the service revenue expected from the physical exams performed for the second quarter (July through September}, with a column for each month and for the quarter in total."

Answers

Answer 1
Answer:

Answer:

                                The sales budget    

          Jefferson Sports Medicine, Inc budgets sales budget (Amounts in $)

                                                              Months                            

Physical examination    July           August         September   Total

Basic physical               13,200       14,100           6,300           33,600

Extended physical        25,650       27,000         14,850          67,500

                                                                                                  101,100              

Explanation:

The sales expense shows the forecasted of sales from the various types of physical examination for a given period. These include the sales expected from Physical examination. The sales are the products of the charge per examination and the number of examinations conducted. It may be computed as follows;

July;

Physical examination

= $60 * 220

= $13,200

Extended physical

= $135 * 190

= $25,650

August

= $60 * 235

= $14,100

Extended physical

= $135 * 200

= $27,000

September

= $60 * 105

= $6,300

Extended physical

= $135 * 110

= $14,850


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Answers

Answer:

Rock Inc.

Gross profit ratio:

= 0.70

Explanation:

a) Data and Calculations:

Sales                      $473,864

Cost of Goods Sold 142,263

Gross profit           $331,601

Gross profit ratio = Gross profit/Sales

= $331,601/$473,864

= 0.69978

= 0.70

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Answers

Answer:

Explanation:

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Answers

Answer: The correct answer is "C. Not recoverability test but fair value test".

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Answers

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A Rancher is mixing two types of food, Brand X and Brand Y for his cattle. If each serving is required to have 60 grams of protein and 30 grams of fat, where Brand A has 15 grams of protein and 10 grams of fat and costs 80 cents per unit, and Brand B contains 20 grams of protein and 5 grams of fat, and cost 50 cents per unit, how much of each type should be used to minimize cost to the Rancher? a. Formulate a linear Programming model for this problem b. Solve this method by using Solver method

Answers

Answer:

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Explanation:

Using Excel solver:

contrains:

c4 = 60

d4 = 30

solve e4 for min

variable cell b2:b3

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Final answer:

Firstly, you have to formulate the objective function and constraints by using the given information. After inputting the model into a solver program, the program will provide the values that deliver the minimum value for the objective function that is subject to the constraints. This is a high school level mathematics problem.

Explanation:

In order to form a linear programming model, you would need to define your decision variables, in this case the amount of food from both brands. If we denote the amount of Brand X food by x and the Brand Y food by y, the objective function (the thing you want to minimize, the cost in this case) will be 0.8x + 0.5y. The constraints are the nutritional requirements: 15x + 20y >= 60 for protein, and 10x + 5y >= 30 for fat.

To solve this model using the Solver method, you would input your model into a solver program and find the values of x and y that minimize the objective function while adhering to the constraints. Result will depend on the specific program used.

This problem, by nature, falls under the Mathematics subject matter, as it involves linear algebra and optimization. It's likely a High School/Early College level question as it involves the application of linear programming models to practical real-world problems.

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What is the payback period for the following set of cash flows? (Round your answer to 2 decimal places, e.g., 32.16.) Year Cash Flow 0 –$ 5,500 1 1,525 2 1,725 3 2,125 4 1,625

Answers

Answer:

3.08 years

Explanation:

The computation of the payback period is shown below:

Year       Cash flows    Cumulative cash flows

0         -$5,500                -$5,500

1          $1,525                 -$3,975

2               $1,725                -$2,250

3               $2,125                   -$125

4               $1,625                   $1,500

Now the pay back period is

= 3 years + $125 ÷ $1,625

= 3.08 years

Final answer:

The payback period of the given cash flows is calculated by subtracting each year's cash inflow from the initial investment until the remaining amount is completely paid off. The payback period is found to be approximately 3.08 years.

Explanation:

The Payback Period is a capital budgeting method that calculates the time required to recoup the cost of an investment. In your case, the cash flow starts with an investment of $5,500 at Year 0, followed by cash inflows in subsequent years. Let's calculate the payback period in years.  

  • Year 1: $5,500 - $1,525 = $3,975 remaining
  • Year 2: $3,975 - $1,725 = $2,250 remaining
  • Year 3: $2,250 - $2,125 = $125 remaining

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