Respuesta :
Answer:
Explanation:
Rordan Corporation
Direct Labor Budget
1st Quarter
2nd Quarter
3rd Quarter
4th Quarter
Year
Required production in units:
1st Quarter = 8, 000
2nd Quarter = 6, 500
3rd Quarter = 7, 000
4th Quarter = 7, 500
Year = 29, 000
Direct labor time per unit (hours):
1st Quarter = 0.35
2nd Quarter = 0.35
3rd Quarter = 0.35
4th Quarter = 0.35
Total direct labor hours needed:
1st Quarter = 2, 800
2nd Quarter = 2, 275
3rd Quarter = 2, 450
4th Quarter = 2, 625
Year = 10, 150
Direct labor cost per unit:
1st Quarter = $12
2nd Quarter = $12
3rd Quarter = $12
4th Quarter = $12
Total direct labor cost:
1st Quarter = $12 x 2, 800 = $33, 600
2nd Quarter = $12 x 2, 275 = $27, 300
3rd Quarter = $12 x 2, 450 = $29, 400
4th Quarter = $12 x 2, 625 = $31, 500
Year = Q1 + Q2 + Q3 + Q4 = $121, 800
Answer:
[tex]\left[\begin{array}{ccccc}&Q1&Q2&Q3&Q4\\$Production &8000&6500&7000&7500\\$Direct Labor&2800&2275&2450&2625\\$Base Labor Cost&31200&31200&31200&31200\\$Overtime&3600&&&450\\$Total&34800&31200&31200&31650\\\end{array}\right][/tex]
Explanation:
DIRECT LABOR BUDGET
multiply each quarter production by 0.35
Then, we compare this labor against the 2,600 base hours
Q1 and Q4 are above 2,600 so we multiply these hours by a extra 50% overtime to add it to the base cost of 2,600 hours