Question: Using the high-low method, determine the cost function for each cost.Begin by selecting the general formula that represents the linear cost function for each cost.
Using the high-low method, determine the cost function for each cost.Begin by selecting the general formula that represents the linear cost function for each cost.
| Maintenance | y = a + bX |
| Health insurance | y = a |
| Shipping costs | y = bX |
Now determine the cost function for each cost. (Enter all values in the same format as the general linear formula. If an input field is not used in the equation, leave the input field empty; do not enter a zero or select a label.)
| Cost function |
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| Maintenance | y = | + |
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| Health insurance | y = |
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| Shipping costs | y = | ||||
| Month | Maintenance Costs | Machine Hours | Health Insurance | Number of Employees | Shipping Costs | Units Shipped |
|---|---|---|---|---|---|---|
| January | $4,510 | 170 | $8,570 | 63 | $28,240 | 7,060 |
| February | $4,473 | 110 | $8,570 | 73 | $32,920 | 8,230 |
| March | $4,660 | 239 | $8,570 | 89 | $31,600 | 7,900 |
| April | $4,870 | 304 | $8,570 | 102 | $25,760 | 6,440 |
| May | $5,120 | 459 | $8,570 | 84 | $23,760 | 5,940 |
| June | $4,745 | 285 | $8,570 | 85 | $36,960 | 9,240 |
| July | $4,927 | 338 | $8,570 | 88 | $34,800 | 8,700 |
| August | $4,916 | 363 | $8,570 | 80 | $33,720 | 8,430 |
| September | $5,055 | 429 | $8,570 | 90 | $26,960 | 6,740 |
| October | $5,226 | 476 | $8,570 | 101 | $28,440 | 7,110 |
| November | $5,370 | 500 | $8,570 | 91 | $22,000 | 5,500 |
| December | $4,795 | 281 | $8,570 | 101 | $38,400 | 9,600 |
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