Question: The following graph was constructed and data plotted to apply the visual-fit method. Then, the predicted total order-department costs for processing 90 orders was computed.
The following graph was constructed and data plotted to apply the visual-fit method. Then, the predicted total order-department costs for processing 90 orders was computed. Comment on the accuracy of the analysis. Do your own analysis and explain any differences. Assume the data in parentheses are accurate in thousands of dollars and number oforders.
.png)
S500 100, 450) (20, 280) (80, 420) (10, 240) (70, 320) (40, 240) 200 Fixed cost 200 Total cost 450, so variable cost 450 200 250 or 250100 orders = 2.50 per order 50 10 20 40 70 80 100 Orders Processed The total cost function is TC = 200 2.50 # Orders Processed TC90 Orders! = 200,000 + 2.50 90 = $200,225
Step by Step Solution
3.48 Rating (171 Votes )
There are 3 Steps involved in it
The analysis is faulty because of the following errors 1 The scales used for both axes are incorrect ... View full answer
Get step-by-step solutions from verified subject matter experts
Document Format (1 attachment)
345-B-M-A-D-M (1515).docx
120 KBs Word File
