In applying the high low method, what is the unit variable cost? month miles total cost...
In applying the high low method, what is the unit variable cost?
| month | miles | total cost |
| jan | 76k | 182k |
| feb | 60k | 140k |
| march | 68k | 168k |
| april | 90k | 200k |
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In applying the high low method, what is the unit variable cost? month miles total cost...
In applying the high-low method, what is the unit variable cost? Month Miles Total Cost January...
In applying the high-low method, what is the unit variable cost? Month Miles Total Cost January 76,000 $122,000 February 52,000 110,000 March 66,000 118,000 April 92,000 160,000 Group of answer choices $1.74 $1.25 $2.12 cannot be determined from information given.
6. In applying the high-low method, what is the unit variable cost? Month January February Miles...
6. In applying the high-low method, what is the unit variable cost? Month January February Miles 76,000 60,000 68,000 90,000 Total Cost $182,000 140,000 168,000 200,000 March April
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost...
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94.000 April 90,000 130,000 O $36,000 $17,500 $14,000 $50,000
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost...
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94.000 April 90,000 130,000 O $36,000 $17,500 $14,000 $50,000
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost...
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94,000 April 90,000 130,000 O $36,000 O $17,500 O $14,000 O $50,000
Question 4 In applying the high-low method, what is the fixed cost? Month Miles 80,000 January...
Question 4 In applying the high-low method, what is the fixed cost? Month Miles 80,000 January February 50,000 Total Cost $144,000 120,000 141,000 195,000 March 70,000 April 90,000 $26,250 $54,000 $21,000 $75,000
Question 10 In applying the high-low method, what is the fixed cost? Month January February March...
Question 10 In applying the high-low method, what is the fixed cost? Month January February March April Miles 70000 40000 60000 80000 Total Cost $92000 60000 88000 100000 $20000 $12000 $32000 O $40000
Using the following data and the High Low method, calculate the following: 1 Variable Cost per...
Using the following data and the High Low method, calculate the following: 1 Variable Cost per unit for February is $ 1. Total Variable Cost for April is $. Total Fixed Cost for June is $ Jan Feb Mar Apr May Jun Machine Hours 320 390 290 260 330 380 Total Electric Cost $2,440 $ 2,930 $2,230 $2,020 $ 2,510 $ 2,860
Using the following data and the High Low method, calculate the fol D Variable Cost per...
Using the following data and the High Low method, calculate the fol D Variable Cost per unit for February is $ 3) Total Variable Cost for April is $ 3) Total Fixed Cost for June is $_ Jan Feb Mar Apr May Jun Machine Hours 320 390 290 260 330 380 Total Electric Cost $2,440 $ 2,930 $2,230 $2,020 $ 2,510 $2,860
Using the high-low method, compute the variable marketing cost per spike set. (Round unit cost to...
Using the high-low method, compute the variable marketing cost
per spike set. (Round unit cost to 2 decimal places, e.g.
52.75.)
Variable marketing cost
=__________
January February March April May June Sales Volume Total Marketing Costs 550,912 $82,796 390,836 $76,187 561,256 $83,004 543,000 $82,456 546,536 $82,484 552,672 $82,876
6. In applying the high-low method, what is the unit variable cost? Month January February Miles 76,000 60,000 68,000 90,000 Total Cost $182,000 140,000 168,000 200,000 March April
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94.000 April 90,000 130,000 O $36,000 $17,500 $14,000 $50,000
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94.000 April 90,000 130,000 O $36,000 $17,500 $14,000 $50,000
In applying the high-low method, what is the total fixed cost? Month Miles (units) Total Cost (dollars) January 80,000 $ 96,000 February 50,000 80,000 March 70,000 94,000 April 90,000 130,000 O $36,000 O $17,500 O $14,000 O $50,000
Question 4 In applying the high-low method, what is the fixed cost? Month Miles 80,000 January February 50,000 Total Cost $144,000 120,000 141,000 195,000 March 70,000 April 90,000 $26,250 $54,000 $21,000 $75,000
Question 10 In applying the high-low method, what is the fixed cost? Month January February March April Miles 70000 40000 60000 80000 Total Cost $92000 60000 88000 100000 $20000 $12000 $32000 O $40000
Using the following data and the High Low method, calculate the following: 1 Variable Cost per unit for February is $ 1. Total Variable Cost for April is $. Total Fixed Cost for June is $ Jan Feb Mar Apr May Jun Machine Hours 320 390 290 260 330 380 Total Electric Cost $2,440 $ 2,930 $2,230 $2,020 $ 2,510 $ 2,860
Using the following data and the High Low method, calculate the fol D Variable Cost per unit for February is $ 3) Total Variable Cost for April is $ 3) Total Fixed Cost for June is $_ Jan Feb Mar Apr May Jun Machine Hours 320 390 290 260 330 380 Total Electric Cost $2,440 $ 2,930 $2,230 $2,020 $ 2,510 $2,860
Using the high-low method, compute the variable marketing cost
per spike set. (Round unit cost to 2 decimal places, e.g.
52.75.)
Variable marketing cost
=__________
January February March April May June Sales Volume Total Marketing Costs 550,912 $82,796 390,836 $76,187 561,256 $83,004 543,000 $82,456 546,536 $82,484 552,672 $82,876
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