Answer: $230,500
Explanation:
Based on the information given, to solve the question, we will use the interest rate of 12%. Since the present value factors have already been given, the lease liability to be recorded will then be:
= 50,000 × PV at 12%
= 50000 × 4.61
= $230,500
Therefore, At the beginning of the lease term, Day should record a lease liability of $230,500.
Answer: $1,355.41
Explanation:
Business expense deductible:
= Adjusted Cost of gasoline + Depreciation
As Ryan can only provide documentation for 1,300 miles, this is what the deductible will be based on:
= (Cost of gasoline * Documented miles for business / Estimated miles for business) + (Depreciation * Documented miles for business / Total miles travelled)
= (1,920 * 1,300 / 2,260) + (3,900 * 1,300 / 20,200)
= $1,355.41
Answer:
CPI in 2020 =142.7
CPI in 2019 = 100
Explanation:
Inflation is the increase in the general price level. Inflation erodes the value of money.
<em>Consumer Price Index(CPI ): This is the weighted average price of a basket of goods and services consumed by a typical consumer. It is used to measure the rate of inflation.</em>
The increase in the CPI is taken to be the rate of inflation. For example, the CPI rose to 1.09 from 1.00, this implies an inflation rate of 9% within the time period in focus.
The CPI =
The price of a basket of goods in a current year ÷ Divided by the price of a basket of goods in a base year
The consumer price
CPI in 2019 = (1000× $2) + (100× $50) + ( 500× $$0.10)= 7050
CPI in 2020= (1000× $2.50) + (100× $75) + ( 500× $$0.12)=10,060
CPI in 2020 = 10,060/7050× 100 =142.7
CPI in 2019 = 100
CPI in 2020 =142.7
CPI in 2019 = 100
Note , we assume the CPI for 2019 is 100, since we were not provided with data to compute the price of a basket of good in 2018
Answer:
$1,573.27
Explanation:
We can compute an equal annual payment by using the annuity formula.
where P = the amount borrowed
r = interest rate
n = tenor (number of periods)
A = the annual equal payment
= 
= 7,500 = (A * (1 - 0.6663))/0.07
= 7,500 = (A * 0.3337)/0.07
= A = 7,500*0.07/0.3337
= A = Each Annual Payment = $1,573.27.
