Answer:
1. $ 136,500
2. $70000
3. Medical market
Explanation:
1. Calculation to determine How much would the company's profits increase (decrease) if it implemented the advertising campaign in the MEDICAL MARKET
First is to calculate the sales
Sales = (400 000 + 70 000)
Sales = $470 000
Second step is to calculate the profit
Variable cost =$470 000 *65%
Variable cost=$305 500
Contribution =$470 000*35%
Contribution =$164,500
Fixed Expense= $28 000
Profit = $ 136,500
Now let calculate the Difference made by advertisement
Difference = 136500 - 120000
Difference=16500
2. Calculation to determine How much would the company's profits increase (decrease) if it implemented the advertising campaign in the
DENTAL MARKET
vcr Of The Dental market = 50%
Variable cost =50% $260 000
Variable cost = $130 000
Contribution = $130 000
Fixed expenses = $60 000
Profit = $70000
Now let determine difference made by the advertisement
Difference =(70000) - 48000
Difference= 22000
3. Based On the above calculation the markets I would recommend that the company focus its advertising campaign is medical market
Answer:
1, Compass Point Wireless
Balance sheet (partial)
Current Liabilities: $
Accounts Payable 71,000
Interest Payable 17,000
Salaries Payable 10,500
Unearned Revenue 2,400
Current Portion of Bonds payable 24,000
Total current Liabilities $
124,900
Long term Liabilities $
Mortgage Payable 80,000
Bonds Payable 64,000
Premium on Bonds Payable 10,000
Total long term liabilities $154,000
Total liabilities = Total current Liabilities + Total long term liabilities
= $
124,900 + $154,000
= 278900
2. Debt Stockholders' equity Debt to equity ratio
278,900 160,000 1.74
Note: Debt to equity ratio = Debt / Stockholders' equity
Answer:
The answer is C. Boning knife
Answer:
The correct answer is $6934.48.
Explanation:
According to the scenario, the given data are as follows:
Time period ( 41 - 64 years) (n)= 24 years
Rate of interest (r) = 8%
Future value (FV) = $500,000
Annual deposit amount = P
So, we can calculate the annual deposit amount by using following formula:
FV = P × (1+r) × [{ (1+r)^n - 1} ÷ r]
By putting the value, we get
$500,000 = P × ( 1 + 0.08) [{ (1+0.08)^24 - 1} ÷ 0.08]
$500,000 = P × ( 1.08) [{ (1.08)^24 - 1} ÷ 0.08]
$500,000 = P × ( 1.08) [{ 6.34118073724 - 1} ÷ 0.08]
$500,000 = P (72.1035)
P = $500,000 ÷ 72.1035
P = 6934.48
