Us people create the demand for the shops if there are no coffee shops around we create demand for it but also if there are too many shops and not enough people the shops create a demand for new employees
The answer to the given question above would be Profit Margin. On the given scenario above, since they will be offering different kinds of services at once, what they should pay attention to is the profit margin or the net margin. Profit margin serves as the measurement of profitability. This is expressed in percentage and shows how much the return sales are that are generated by the company based on the amount they have initially invested.
Answer:
b. $69,754
b. $69,754
b. $69,754
b. $69,754
b. $69,754
b. $69,754
b. $69,754
b. $69,754
Explanation:
contribution = sales - variable cost
for Product B32L:
contribution = sales - variable cost
= 46,000 - 13800
= $32,200
for Product K84B:
contribution = sales - variable cost
= 27,000 - 14,670
= $12,330
total sales of the company = 46,000 + 27,000
= $73,000
total contribution of the company = $32,200 + $12,330
= $44,530
cotribution margin ratio = contribution/sales
= 44530/73000
= 0.61
break even point = fixed cost/cotribution margin ratio
= 42550/0.61
= $69,754
Therefore, The The break-even point for the entire company is closest to $69,754.
Answer:
b. the average number of days to collect receivables is 31.
Explanation:
The calculation of average number of days is shown below:-
Accounts receivable turnover = Net credit sales ÷ Average accounts receivable
$240,000 ÷ $20,000
= 12
Average number of days to collect receivable = Number of days in a year ÷ Accounts receivable turnover
= 365 ÷ 12
= 31 days
Therefore for computing the average number of days to collect receivable we simply divide accounts receivable turnover by number of days in a year.
Answer:
If you wait one year, in 45 years you will have $16,624.04 more than investing today.
Explanation:
Giving the following information:
Option 1:
Initial investment= $11,500
Number of years= 45
Interest rate= 4.1%
Option 2:
Initial investment= $11,500
Number of years= 44
Interest rate= 4.7%
To calculate the future value for both options, we need to use the following formula:
FV= PV*(1+i)^n
<u>Option 1:</u>
FV= 11,500*(1.041^45)= $70,142.41
<u>Option 2:</u>
FV= 11,500*(1.047^44)
FV= $86,766.45
If you wait one year, in 45 years you will have $16,624.04 more than investing today.
