In: Finance
32.
a.
An invoice for the amount of $7910.00 is dated 5/26 and received on 6/16. The terms are 8/10 EOM. Determine the discount amount, if any.
| a. | 
 $632.80  | 
|
| b. | 
 $7291.75  | 
|
| c. | 
 $651.72  | 
|
| d. | 
 $0.00  | 
|
| e. | 
 $7267.40  | 
|
| f. | 
 None of the above.  | 
b.
A buyer has established a markup on retail of 31.5% for a line of t-shirts. The buyer plans to price them at $14.00. Determine the price he will have to pay to maintain his plan.
| a. | 
 $9.59  | 
|
| b. | 
 $12.69  | 
|
| c. | 
 $11.95  | 
|
| d. | 
 $8.34  | 
|
| e. | 
 $7.54  | 
|
| f. | 
 None of the above.  | 
a.
8/10 EOM is a kind of payment term which states that the payment should be made within end of the month in order to earn a discount of 8% on the amount, in any case the payment should be made by 10th of the next month i.e 6/10. Hence, if the customer would have made the payment by 5/31, then the discount would be $7,910 - $632.8 (discount of 8%). Since the payment is made after end of the month and by delay of 6 days, there is no discount. The correct answer is d '$0.00'.
b.
The markup percentage can be calculated with the following formula:
Markup percentage = Selling price - cost / cost * 100
By putting all the above option at cost, we can find the cost,
31.5 % = $14 - 9.59 / 9.59 * 100
= $4.41 / 9.59 * 100
31.5% = 45.98%
After calculations we can find out that number on both the side is $4.41
Therefore, 31.5% of $14 is equals to 45.98% of $9.59
Hence, the correct answer is a. '$9.59'