Question
Tilbert Toys (TT) makes the popular Floppins Freddy Frog and Jumpin Jill Junebug dolls in batches. TT has recently adopted activity-based costing. TT incurs setup
Tilbert Toys (TT) makes the popular Floppins Freddy Frog and Jumpin Jill Junebug dolls in batches. TT has recently adopted activity-based costing. TT incurs setup costs for each batch of dolls that it produces. TT uses number of setup as the cost driver for setup costs.
TT has just hired Bebe Williams, an accountant. Bebe thinks that number of setup hours might be a better cost driver because the setup time for each product is different. Bebe collects the following data.
Month | Number of setups | Number of setup hours | Setup costs |
1 | 85 | 110 | 5500 |
2 | 65 | 90 | 4500 |
3 | 20 | 80 | 4400 |
4 | 50 | 100 | 5000 |
5 | 78 | 130 | 6000 |
6 | 120 | 120 | 5600 |
7 | 100 | 70 | 4000 |
8 | 110 | 60 | 3200 |
9 | 45 | 50 | 3400 |
10 | 60 | 40 | 2400 |
1. Use the linear regression method to estimate cost behavior. Excel has a function that you can use (I have posted these data in excel on Blackboard for your convenience). Print out the regression output and attach to this report. Data plotting is optional and may help assess the superiority of different models.
2. Interpret and evaluate your regression results (make sure you evaluate all necessary statistics). According to the criteria of determining appropriate cost driver, which cost driver do you recommend to use and why? Write out the correct cost formula.
3. Estimate total costs in a month when 100 batches of Floppins Freddy Frog and 20 batches Jumpins Jill Junebug are produced. To set up 1 batch of Floppins Freddy Frog, it takes 1 setup hours. To set up 1 batch of Jumpins Jill Junebug, it takes 0.5 setup hours.
4. You are working on the budget for November 2012 and expect 250 setup hours to be used in total. Will you use the cost formula to estimate set up cost in your budget? Why?
5. How does linear regression differ from the high-low method in estimating fixed and variable costs? Discuss the pros and cons of each.
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