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:
I think the answer is...... A.You can ask to get out of your loan.
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Explanation:
Answer:
The loss on transfer of receivables is $960,000
Explanation:
Sales amount $12,000,000
Finance charge 3%*$12 million ($360,000)
Retention amount 10%*$12 million ($1,200,000)
Cash upfront $ 10,440,000
The recourse liability is $600,000,which means that additional liability of $600,000 would be incurred by Lacuna Inc, if the total amount from the receivables is not received owing to the fact that the factoring is with recourse.
The loss on transfer of receivables is shown as:
Finance charge $360,000
Recourse liability $600,000
total loss $960,000
Answer:
23.3%
Explanation:
Expected return refers to the anticipated profit or loss of financial investment. Essentially, it's the value of the return that investors anticipate. We can find the expected return by using the formula given below
Δ
IR = 5-5% - 2% = 3.5%
Δ
IP = 6% - 4% = 2%
Formula
Expected return = Expectedreturn(previous year) + (betaIP x Δ
IP) + (betaIR x Δ
IR)
Expected return = 12% + (2.5 x 2%) + (1.8 x 3.5%)
Expected return = 23.3%
