Answer:
Option (C) is correct.
Explanation:
Here, we are using the double declining-balance depreciation method:
Given that,
Building cost = $800,000
Estimated residual value of the building = $50,000
Expected useful life = 25 years
Annual depreciation rate as per straight line method:
= 100 ÷ 25 years
= 4% per year
Hence, depreciation as per double decline balance method:
= 2 × Annual depreciation rate as per straight line method × Beginning value of each period
In year 1,
Ending value = Beginning value - Depreciation
= $800,000 - (2 × 4% × $800,000)
= $800,000 - $64,000
= $736,000
In year 2,
Depreciation = 2 × 4% × $736,000
= $58,880
<u>Solution and Explanation:</u>
The following is used in order to calculate the internal rate of return
year Cash flow
0 -$152000
1 $71800
2 $86900
3 -$11200
Internal rate of return -2.07 percent ( the internal rate of return has been calculated by using the excel sheet)
The IRR rule cannot be applied in this case. Since, the cash flow direction changes twice, there are two internal rate of return. Thus, the Internal rate of return cannot be used to determine acceptance or the rejection.
Answer:
a. 41.6 million
b. 42.28 million
Explanation:
The computations are shown below:
a. For the forecast for July month:
= Number of checks received in June × smoothing constant + (1 - smoothing constant) × forecast in June
= 40 million × 0.2 + (1 - 0.2) × 42 million
= 8 million + 33.6 million
= 41.6 million
b. For the forecast for August month:
= Number of checks received in July × smoothing constant + (1 - smoothing constant) × forecast in July
= 45 million × 0.2 + (1 - 0.2) × 41.6 million
= 9 million + 33.28 million
= 42.28 million
c. In this, the exponential method is used. But in the given situation we use linear forecasting method
<span>The stage of the consumer decision making process that is represented is needing recognition. When Sam's car was totaled by someone hitting a stop sign, Sam found out his car could not be repaired therefor he discovered that he needed a new car. This was recognizing the need, which was to replace his vehicle.</span>
