Answer:
The annual depreciation under SL is $16000 per year.
Explanation:
The depreciation expense under Straight Line (SL) method remains constant throughout an asset's useful life. The depreciation under straight line method is calculated by calculating the value of the asset that is eligible for depreciation, which is its cost less the salvage value (SV) and dividing it by the asset's useful life.
The straight line depreciation per year = (Cost - SV) / estimated useful life
Annual depreciation under SL = (100000 - 20000) / 5 = $16000 per year
Answer:
b. Jan earned a higher real salary.
Explanation:
The consumer price index rose 12 percent which means that with the same amount of money 5 years later you will be able to buy 12% less goods and services. Now in order to find who earned a higher real salary we will calculate how much higher was Jan's salary compared to SUE. If the difference in salary was more than 12% than Jan earned a higher real salary, if less than 12% then Sue earned a higher real salary and if =12% then both earned the same amount of real salary.
Difference in salary = 38,000-30,000=8,000
Percentage increase in salary = 8,000/30,000=0.266 =26.6%
Jan earned 26.6% more than Sue and the increase in the price index was 12% which means that Jan earned a higher real salary than Sue.
Answer:
YTM = 0.6940%
Explanation:
THe Yield to Maturity (YTM) is the return that you expect from the bond if you held the bond till maturity.
The formula would go as:
YTM = 
Where
F is the face value, or par value
P is the current price
n is the time period, maturity period
Given,
F = 1000
P = 920
n = 12, we have:
YTM = 
Thus, the yield to maturity would be:
YTM = 0.6940%
Your highness, caught you sippin' on lean
Reminds me that's how it's supposed to be
Explanation:
Answer:nenhuma das questões a cima
Explanation:
