Answer:
The straight-line depreciation method and the double-declining-balance depreciation method:
Produce the same total depreciation over an asset's useful life.
Explanation:
The straight-line and the double-declining-balance depreciation methods are two of the four depreciation methods allowed by US generally accepted accounting principles (GAAP). The other two methods are sum of the years' digit and units of production. The straight-line method is calculated by subtracting the salvage value from the asset's cost and either dividing the depreciable amount by the number of years or applying a fixed rate on the depreciable amount. For the double-declining-balance method, 100% is divided by the number of years of the asset's useful life and then multiplying by 2 to obtain the depreciation rate. Depreciation expense is then calculated on the declining balance until the salvage value is left. This is why they produce the same depreciation over the asset's useful life.
Answer:
Cost of capital = 12.40%
Explanation:
given data
cost of equity = 15.4 percent
pretax cost of debt = 8.9 percent
debt-equity ratio = 0.46
tax rate = 34 percent
to find out
What is the cost of capital for this project
solution
first we get Equity multiplier that is express as
Equity multiplier = 1 + debt-equity ratio ..................1
put here value
Equity multiplier = 1 + 0.46
Equity multiplier = 1.46
and
Weight of equity will be
Weight of equity =
....................2
put here value
Weight of equity = 
Weight of equity = 0.6849
and
Weight of Debt will be here
Weight of Debt = 1 - weight of equity ...........................3
put here value
Weight of Debt = 1 - 0.6849
Weight of Debt = 0.3151
so
Cost of capital will be here as
Cost of capital = Weight of Debt × pretax cost of debt × (1- tax rate ) + cost of equity × Weight of equity .....................4
put here value we get
Cost of capital = 0.3151 × 8.9% × (1 - 0.34) + 15.4% × 0.6849
Cost of capital = 12.40%
Answer: 36 seconds.
Explanation:
Based on the information given in the question, the Taktzeit for the ice-cream scoopers will be calculated thus:
First and foremost, Taktzeit refers to the time taken between the beginning of production for one unit and the beginning of the next unit.
From the information given, the available Time is 1 hour which can be converted to secunds and this will be:
1 hour = 3600 seconds
Hourly Demand = 100
Then, the takzeit will be:
= 3600/100
= 36 seconds
Cognitive evaluation theory would question the use of money as a motivator because external motivational tools may lower intrinsic motivation because people will start working to get the reward, NOT because they are intrinsically motivated or challenged.