Answer: 4.10%
Explanation:
Solve for the current rate being used using the RATE function on Excel.
Number of periods = 15
Payment = 1,000 * 5% = 50
Present value = Current market price - floatation costs = 900 - 25 = 875
Future value = 1,000 face value
The result will be:
= 6.31%
If tax is 35%, after-tax cost is:
= 6.31% * (1 - 35%)
= 4.10%
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Answer:
The formula for each month is described below:
January +(B2*31*C2)+(B2*$A$12)
February +(B2*29*C2)+(B2*$A$12)
March +(B2*31*C2)+(B2*$A$12)
April +(B4*30*C4)+(B4*$A$12)
May +(B3*31*C3)+(B3*$A$12)
Explanation:
The formula matches the requirements for each individual month as number of days change accordingly and $A$12 determines the fixed transport cost the other variables are the number of boxes and the cost per box.
Answer:
True
Explanation:
Some countries are known to have people with special skills and competences that may not be available to others.
Hence where a company sees that the skills and competence required may not be adequately available in the local market, the company has the option of hiring employees from outside the country.
This may however be at a cost higher than the cost that would have been incurred if the company had hired the employee from the host country.
Answer:
The Marston Corp. disbursement float is $ (16,768.00)
Explanation:
The firm writes 28 checks a day for an average amount of $398 each, is equal to say = 28 * $398 = $ 11,144.00 . If these checks generally clear the bank 3 days after they are written, then = $ 11,144.00 * 3 = $ 33,432.00
And, the firm generally receives 40 checks with an average amount of $502 each, is equal to say = 40 * $502 = $ 20,080.00 . If the deposited amounts are available after an average of 2.5 days, then = $ 20,080.00 * 2.5 = $ 50,200.00
The Marston Corp. disbursement float is = $ 33,432.00 - $ 50,200.00 =
$ (16,768.00)
