Answer:
Total income = 98, 712 + 1965+ 1500= 102,177
Now deductions = 12,000 +12,400 +3,950 = 28,350
Now we subtract total income from deductions =102,177 - 28,350 = 73,827.
Marginal tax of 25/100 ×73827 = 18,456.75
Therefore Richard and katarinas filing status is $18,456.75
Answer: Yes, they could save about $5 less per month and still have enough money.
Explanation: Arthur is 10 years old. Tuition for one year at a public two-year college is $3,125. In 8 years, tuition is expected to increase 32%. Arthur’s family plans to save for his college costs for 5 years. If the family saves $75 per month, will there be enough money to pay for the expected cost of one year at the college when he is 18?
Yes they could save $75 and still have enough money to pay for one year at the college when he is 18.
Workings=
12( months) x 5 (years)= 60 months
If the family save $75 monthly for 5 years
$75 x 60 (months)= $4500
At the end of the family 5 years savings, they would be having a total of $4500 which would be more than enough to pay for the expected cost of one year at the college when he is 18.
Answer:
The expected January 31 Accounts Payable balance is $6,590
Explanation:
The December Accounts Payable balance is $7,900 - this is the 50% purchase amount in December and will be paid in January.
In January, Fortune Company will pay 50% purchase amount in December and 50% purchase amount in January.
Expected payment = $7,900 + 50% x $13,180 = $14,490
At January 31, the expected Accounts Payable balance:
$13,180 x 50% = $6,590
Answer:
Accounting Cost = $100,000
Economic Cost = $114,000
Explanation:
The computation of accounting and economic cost is shown below:-
Accounting Cost = Salary of Jill + Labor costs + Insurance and mortgage payment
= $30,000 + $60,000 + $10,000
= $100,000
Economic Cost = Accounting Cost + Investment return lost + Loss in Salary ($50,000 - $30,000) + Loss in Rent ($20,000 - $10,000)
= $100,000 + $4,000 + $10,000
= $114,000
Answer:
10.34
Explanation:
This question refers to Dividend Growth Rate with respect to Stock valuation
The model estimates the dividends over a defined period based on an assumed growth rate to determine the future value of the stock.
The formular to calculating the expected value is as follows

Please note:
Expected return and Rate are expressed in percentage i.e divided by 100.
Fitting into the formular:

The resulting answer = 10.34