Answer:
Monthly payments = $1,234.54
Explanation:
given data
Future value = $1,000,000
time = 25 year = 25 × 12 = 300 months
rate = 7 % annual = 
= 0.5833% monthly
to find out
Monthly payments
solution
we will apply here future value formula that is express as
Future value = Monthly payments × 
..........1
put here value we get
Future value = Monthly payments ×
1,000,000 = Monthly payments × 
solve it we get
Monthly payments = $1,234.54
Answer:
1) October 1:
1.1
Debit Cost of Goods sold $3,600
Credit Merchandise $3,600
1.2
Debit Cash $6,000
Credit Revenue $6,000
2) October 7
2.1.
Debit Revenue $670
Credit Cash $670
2.2.
Debit Merchandise $402
Credit Cost of Goods sold $402
Explanation:
1. October 1: when sold goods, the company recorded Cost of Goods sold and revenue:
1.1
Debit Cost of Goods sold $3,600
Credit Merchandise $3,600
1.2
Debit Cash $6,000
Credit Revenue $6,000
2. October 7
The percentage of revenue that merchandise returned = $670/$6,000 = 11.17%
Assume a constant gross profit ratio for all items sold.
Cost of returned merchandise = $3,600 x 11.17% = $402
2.1.
Debit Revenue $670
Credit Cash $670
2.2.
Debit Merchandise $402
Credit Cost of Goods sold $402
The formula for percent discount value after n years at the rate r is given by
pdv=fv/(1+r)^n
where fv is the fixed value
here only fixed value is given to us so we will calculate the discounted value for coming 10 years
after
year 1=943.4
2=890
3=839.62
4=739.09
5=747.26
6=704.96
7=665.06
8=627.41
9=591.90
10=558.39
There needs to be more information.
Answer:
c.4%
Explanation:
Based on the information provided within the question it can be said that the unemployment rate fluctuates but over time, always returns to a range of around 4%. Throughout history in the United States of America the unemployment rate has gone up and down with the times but always returns to normal. This normality is usually 3.9% with the lowest lately having been 3.6% in September of 2019.
