Answer:
Total factory overhead to be charged to each unit of Hooks is $33
Explanation:
Sum of all Activity Cost = Total Factory Overhead
Calculate the total factory overhead to be charged to each unit of Hooks
Activity rate = Budgeted amount / Total of each activity base
∴ Activity Rate
For Setups = 60,000 / 20,000 = 3 per setup
For Inspections = 120,000 / 24,000 = 5 per inspections
For Assembly = 420,000 / 28,000 = 15 per dlh
Activity Cost = Activity base for each unit * Activity rate
∴ Activity Cost
For Setups = 1 x 3 = $3
For Inspections = 3 x 5 = $15
For Assembly = 1 x 15 = $15
Recall that;
Sum of all Activity Cost is the Total Factory Overhead
= $3 + $15 + $15
= $33
Answer:
Her kitchen Staff can spend up to $3.00 on product cost.
Explanation:
Selling price= $10.00
Margin= $4.00
Labor costs = $10.00*30% = $3.00
Selling Price = Contribition margin + Labor costs + Product Cost.
Isolating Product cost from the equation:
Product cost = Selling price - (Contribution margin + Labor costs)
Product cost = $ 10.00 - ($4.00 + $3.00)
Product cost = $ 10.00 - $7.00
Product cost = $ 3.00
The max. amount that kitchen staff can spend on product cost is: $ 3.00
Answer: $67,600 and $2600
Explanation:
Total unit = 13,000
Defective unit cost = $5.20
Resale price = $3.00
Reworked = $5.00
Full price = $8.20
Opportunity cost
= Full price - replacement unit
= 8.20 - 5.20
= 3.00
= . Cost of reselling
= 13,000 × 3.00
= $39,000
1. Cost of defective units
= 13,000 × 5.20
= $67,600
2. Cost of reworked
= $5.00 × 13,000
= $65,000
3. Full price
= 13,000 × $8.20
= $106,600
B. Incremental income of selling the unit as scrap and reworked
Scarp = $67, 600
Reworked = $(106600 -39, 000- 65,000)
= $2600
Answer:
Acitivy B should be crashed first by 2 days and Activity B has a crash cost per days of $25, it will be crashed for a total of $50.
Explanation:
activity A =
normal time (NT) = 5 days
Normal cost (NC) = $0
crash time (CT) = 3 days
Crash cost (CC) = $500
crash cost per day = [CC - NC]/[CT - NT] = $250/day
activity B:
normal time (NT) = 6 days
Normal cost (NC) = $0
crash time (CT) = 4 days
Crash cost (CC) = $50
crash cost per day = [CC - NC]/[CT - NT] = $25/day
activity C:
normal time (NT) = 8 days
Normal cost (NC) = $0
crash time (CT) = 3 days
Crash cost (CC) = $1000
crash cost per day = [CC - NC]/[ CT- NT] = $200/day
The activity that takes the least cost to speed up is the first one to be crashed. from the computations, activity B takes the least cost to speed up, so the project manager should crash activity B first by 2 days.
Therefore, Acitivy B should be crashed first by 2 days and Activity B has a crash cost per days of $25, it will be crashed for a total of $50.
Answer:
earnings/per year - cost/per year - taxes = profits
Explanation:
20 h /week a year has 4 weeks 20*52=1040 h/month
8h /1sunday a year she only work 12 sundays 8h*12=96h
$9 /h earnings
$1000 fixed costs
$1500 travel
20% taxes
1040+96= 1136h/year
1136*9= 10224 $/year total earnings
10224-1000-1500=7724 profits before interest and taxes
7724*(1-0.20)=6179.20 total profits
