Answer:
Total cash collection May= $60,000
Explanation:
Giving the following information:
Cash collection:
30% are collected in the month of sale
60% are collected in the first month after sale
10% are collected in the second month after sale.
Sales:
April= $60,000
May= $80,000
<u>We need to calculate the cash collection for May:</u>
Cash collection:
Sales in cash May= (80,000*0.3)= 24,000
Sales in account from April= (60,000*0.6)= 36,000
Total cash collection May= $60,000
Answer:
$12.53
Explanation:
Data provided in the question
Par value = $1,000
Coupon rate = 2.5%
Reference CPI = 204.89
Now CPI = 205.44
By considering the above information, the correct calculation of the current interest payment is
= Par value × Current CPI ÷ Reference CPI × Coupon rate ÷ 2
= $1,000 × 205.44 ÷ 204.89 × 2.5% ÷ 2
= $12.53
We assume the interest is on semi annual payments
Answer:
C. Less than the variance of each asset, except when the two assets are perfectly positively correlated.
Explanation:
In diversification, there is the less risk in the portfolio that can be determined by the standard deviation. Also the risk can decrease at the time when the asset is lower than the perfect correlation and the same should be place in portfolio. Now if the asset along perfect positive correlation place in the portfolio so the the portfolio risk could be large than the risk of the individuals assets
The answer would be geomarketing. The type of intermediaries that can be utilized are as follows:
1. retailers- outlets that trade directly to household customers
2. wholesalers- their main purpose is to sell to retailers
3. distributors- similar to wholesalers but sell one line of product only
4. agents- main purpose is to act as the main representative of the company
Answer:
$28,800
Explanation:
I will just assume that there are three equal annual principal payments of $480,000. If we use $550,000, the total principal would = $1,650,000.
accrued interests from September to December = principal x (9%/12) x 4 months
principal = $480,000 x 2 = $960,000
accrued interest payable = $960,000 x 0.75% x 4 = $28,800
