Answer: The risk of stock out = 2.94%
Explanation:
Reorder point is calculated as: Lead time*demand per unit time=45*9=405
While the amount on-hand reaches 422 pounds, the manager was reordering lubricant.
During the lead time, Standard Deviation of Demand =Daily S.D*(Lead time)^0.5=3*(9^0.5)=9
Risk of Stock Out=(422-405)/9 S.D=1.89 S.D
From Normal distribution curve 1.89 S.D=0.0294=2.94%
Therefore, the risk of stock out=2.94%
Answer:
$7700
Explanation:
Net Income = Revenue - Expenses
= 9000 - 1300 = $7700
Answer and Explanation:
The Preparation of direct material budget is shown below:-
Direct Material budget
Particulars Amount
Units to be produced $90,000 Y
Material per unit 2
Total pounds needed for
production M $180,000 2Y
Add: Desired ending Direct
Material Inventory 20% $36,000 (.2 × 2Y = .4Y)
Total Material requirement $216,000 (2.4Y
)
Less: beginning Raw material
Inventory $9,000 (.1Y)
Material to be purchased
Account $207,000 (2.3Y)
Cost per pound C $5
Total cost of direct Material
Purchases A $1,035,000
2Y + .4Y - .1Y = $207,000
Y = $207,000 ÷ 2.3 $90,000
Answer:
9.24 yr
Explanation:
The payback period refers to the amount of time it takes to recover the cost of an investment. In order to find a payback period we need to go through some calculations first
Annual savings = 5 MM Btu/hr x 8,000 hr/yr x $4/MM Btu x 14 MM Btu/hr x 8,000 hr/yr x $7/MMBtu
Annual savings = $0.944 MM/yr
TCI = 
TCI = $4.7 MM
Depreciation - Annualized fixed cost = ![\frac{[4.0 - 0] }{10}](https://tex.z-dn.net/?f=%5Cfrac%7B%5B4.0%20-%200%5D%20%7D%7B10%7D)
Depreciation - Annualized fixed cost = $0.4 MM/yr
Total cost annualized = Annualized fixed cost + Annual operating cost
Total cost annualized = 0.4 + 0.5
Total cost annualized= 0.9 MM/yr
Annual net (after-tax) profit = Annual income - Total cost annualized x (1-Tax rate + Depreciation
Annual net (after-tax) profit = $0.944 MM/yr - $0.9 MM/yr x 1 -0.25 + $0.4 MM/yr
Annual net (after-tax) profit = 0.433MM/yr
Payback period = 
Payback period = 9.24 yr
The number of available colors is n = 7.
The number of colors that can be selected at a time among the 7 colors is r = 5.
This means that the number of selections of 5 colors from 7 colors at a time is ₇C₅.
By definition,

Answer: The number of color groupings is 21.