The statement III Aggregate plans often perform planning for fictitious/abstract products.
Combination-making plans refer back to the method of developing, retaining, and reading the approximate scope of the operations of a commercial enterprise corporation. It commonly includes targeted profits forecasts, stock stages, and manufacturing levels.
Aggregate planning is typically finished 365 days into the destiny. a few examples of combination making plans are hiring short people, shedding employees for a selected period, or bypassing education. This works as a powerful benchmark for diploma beneficial resource utilization and implementation.
The time period mixture means that the making of plans is completed for a single traditional measure of output or, on the maximum, a few aggregated product lessons. The purpose of aggregate planning is to set traditional output ranges within the near medium destiny in the face of fluctuating or unsure needs.
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To
determine what the depreciation of an asset using straight line method, the
formula to be used is:
(Initial
cost of machine – salvage value) divided by estimated useful life
So in
this problem:
Initial Cost
- $135000
Salvage
Value – $15000
Estimated
Useful Life – 5 years
Plug that
in the formula
Annual
depreciation = ($135000 - $15000) / 5
= $120000/
5
= $24,000
The first
year depreciation for the machine is $24000 because the company bought it in
the beginning of the year. (So there is no need to divide this by 12 months)
To record
this:
Depreciation
Expense $24000
<span> Accumulated Depreciation $24000</span>
Answer:
1st question: false Refusing internal requests often calls for an indirect strategy. Providing adequate reasons and realistic alternatives helps maintain goodwill and a positive working environment.
2nd question: True. Refusals for routine requests should open with a buffer, a neutral statement on which both readerand writer can agree, and should transition into the reasons.
Answer:
The output growth rate is 3%.
Explanation:
Use the growth accounting equation as follow
ΔA% = ΔY% - αΔK% - βΔL%
Where
∆A = change in productivity = 2%
∆K = growth in capital =
∆L = growth in labor =
α = elasticity of capital = 0.2
β = elasticity of labor = 0.8
∆Y = change in output = ?
Placing values in the formula
2% = ΔY% - ( 0.2 x 1% ) – ( 0.8 x 1% )
2% = ΔY% - 1%
ΔY% = 2% + 1%
ΔY% = 3%
Hence, the output growth rate is 3%.
Answer: C. clean and fast-growing and that pay
Explanation: