Answer:
The present worth of the cost savings if the company uses an interest rate of 15% per year on such investments is $442108.5079.
Explanation:
Present Worth = $100,000/(1 + 15%) + $100,000/(1 + 15%)^2 + $100,000/(1 + 15%)^3 + $200,000/(1 + 15%)^4 + $200,000/(1 + 15%)^5
= $442108.5079
Therefore, the present worth of the cost savings if the company uses an interest rate of 15% per year on such investments is $442108.5079.
Answer:
=$ 4400
Explanation:
Under the Macrs depreciation schedule, motor vehicles as assets have a useful life of 5 years. In the first year, the deprecation rate id 20%, followed by 32% in the second year.
For cork oak corporation: the value of the motor vehicle is 22,000
Date of purchase 2018, years in depreciation: 1
Depreciation: = 20/100 x 22 000
=$ 4400
<span>If parts are replaced when you have work done on your vehicle,request the replaced parts be returned to you when you pick up your vehicle. We are replacing the parts for safeness of the vehicle which can avoid accidents due to old parts in the vehicle.Then we want to know which part is replaced so that for next time replacement it will be useful.Even replacements is of higher rate we don't want to risk our life and other's life.</span>
Answer:
The correct answer to the following question is B) the economy is at full employment.
Explanation:
Standardized budget which is also know as full employment budget , is used to measure the federal budget deficit or surplus , with the given tax rates and government spending. Here the assumption made is that the economy has full employment, and this is one of the major difference between standardized and actual budget . Also standardized budget would reflect any type of adjustment that has to be made in the actual budget. So therefore the only way that actual budget and standardized budget are equal is when they both have full employment present in the economy.
Answer:
6.383%
Explanation:
Calculation for the What is the yield to maturity
Using this formula
YTM=n√Face value/Bond price -1
Where,
n=one-year
Face value=10,000
Bond price=9,400
Let plug in the formula
YTM=1√10,000/9,400−1
YTM=1.06383-1
YTM=0.06383*100
YTM=6.383%
Therefore the yield to maturity will be 6.383%