Answer:
$2,400
Explanation:
The computation of the depreciation expense under the activity-based depreciation method is shown below:
= (Original cost - residual value) ÷ (estimated production units)
= ($12,000 - $4,000) ÷ (20,000 units)
= ($8,000) ÷ (20,000 units)
= $0.4 per unit
Now for the first year, it would be
= Production units in first year × depreciation per unit
= 6,000 units × $0.4
= $2,400
The reason for a <u>just-in-time</u> inventory strategy is to minimize tying up large sums of money for long periods of time and, in addition, to reduce the cost associated with inventory management.
inventory management enables agencies to discover which and what kind of inventory to order at what time. It tracks stock from buy to the sale of products. The exercise identifies and responds to tendencies to ensure there may be constantly sufficient inventory to satisfy patron orders and the right caution of a shortage.
Discipline inventory management generally known as stock management is the feature of know-how of the stock mix of a corporation and the exclusive demands on that inventory.
The three maximum popular inventory management strategies are the frenzy method, the pull approach, and the simply-in-time technique. these techniques offer businesses distinct pathways to assembly consumers call for.
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Answer:
R=407.11$
Explanation:
Since the Marie wants to contribute equal amount per month in order to get the $3,000,000 after 40 years, therefore the future value of annuity formula shall be applied to the given question to solve the problem.
Future value of annuity=R[((1+i)^n-1)/i]
R=monthly investment to be made=?
n=number of payments involved=40*12=480
i= interest rate=10.5%/12=0.875%
Future value of annuity=$3,000,000
$3,000,000=R[((1+0.875%)^480-1)/0.875%]
R=407.11$
Well, smartphone applications are developed by 1. manufacturers of the handheld device, 2. <span>third-party software developers and finally by </span><span>operators of the communications network on which they operate. </span>
The correct answer is:
C. Income.
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