Month |
Cost |
Units |
January |
$4,890 |
4,100 |
February |
4,426 |
3,520 |
March |
6,730 |
5,200 |
April |
9,724 |
8,250 |
May |
5,900 |
4,900 |
June |
7,336 |
6,600 |
Vertise Company uses the high-low method to analyze mixed costs. How would the cost function be stated?
Variable cost = (Cost at highest activity - Cost at lowest activity) /(Highest activity-Lowest activity)
= (9724-4426)/(8250-3520) = 1.12
Fixed cost = 9724 - (8250*1.12) = 484
The equation would be
Y = 484 + 1.12X
Option D is the answer
Presented below are the production data for the first six months of the year for the...
Presented below are the production data for the first six months of the year for the mixed costs incurred by Venus Company. Month Cost Units January $5,260 4,100 February $5,000 4,000 March $6,810 5,520 April $9,900 9,000 May $5,900 4,960 June $7,390 6,510 Venus Company uses the high-low method to analyze mixed costs. How would the cost function be stated? A. y = $4,900 + $1.25X B. y = $9,900 + $1.10X C. y = $1,080 + $0.98X D. y = $2,510 + $0.98X
Presented below are the production data for the first six months of the year for the mixed costs incurred by Venus Company. Month Units January February March April May June Cost $5,350 $4,550 $6,810 $10,200 $5,900 $7,360 4,100 3,500 5,530 8,500 5,100 6,530 Venus Company uses the high-low method to analyze mixed costs. How would the cost function be stated? A. y = $5,650 + $1.30X B. y = $595 + $1.13X C. y = $10,200 + $1.20X OD. y...
outlers F +vX 25. Presented below are the production data for the first six months of the year for the mixed costs incurred by Crew Industries.(10 Points) Cost $4,076 4,012 Month January February March April May June Units 3,050 3.000 4.270 6.500 3,700 5,600 5,560 7.840 5,100 6,780 0 Crew Industries uses the high-low method to analyze mixed costs. Required: (1) How would the cost function be stated? (Round results to the nearest cent.) (2) What is the estimated total...
34. An activity analysis has shown that the number of components added to Product X and Product Y is the cost driver for support costs. Support costs are $15 per component. Product X has 5 components and Product Y has 7 components. What amounts of support costs should be assigned to Product X and Product Y? Product X Product Y A) $6.67 $13.33 B) $40 $40 C) $90 $150 D) $75 $105 35. To estimate...
Exhibit 5-1 Presented below are the production data for the mixed costs incurred by Clarion Company, Month Cost Units March $4,700 3,700 April 7,200 5,050 May 5,565 4,725 June 9,500 8,500 July 7,915 6,745 August 8,300 7,500 Clarion Company uses the high-low method to estimate mixed costs. Refer to Exhibit 5-1. How would the cost function be stated using the high-low method? Y = $3,700+ $1.00X OY - $9,500+ $1.00X Y = $1,000+ $1.00X Y-$3,700 + $1.10X