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Elodia [21]
3 years ago
7

Faldo Corp sells on terms that allow customers 45 days to pay for merchandise. Its sales last year were $435,000, and its year-e

nd receivables were $60,000. If its DSO is less than the 45-day credit period, then customers are paying on time. Otherwise, they are paying late. By how much are customers paying early or late? Base your answer on this equation: DSO - Credit Period = Days early or late, and use a 365-day year when calculating the DSO. A positive answer indicates late payments, while a negative answer indicates early payments.
Business
1 answer:
Misha Larkins [42]3 years ago
4 0

Answer:

DSO is 50.34 days and late payment by 5.34 days

Explanation:

In this question, we use the day's sales outstanding formula which is shown below:

Days sales outstanding = (Accounts receivable ÷ Net credit Sales) × total number of days in a year

= ($60,000 ÷ $435,000) × 365 days

= 0.1379 × 365 days

= 50.34 days

Now, the customer paying early or late equals to

= DSO - Credit period

= 50.34 days - 45 days

= 5.34 days

The amount indicates a positive answer which reflects the late payment

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Answer:

35,972

Explanation:

The equivalent annual cost can be calculated dividing NPV by the annuity factor

In order to find NPV first

                                   Year1    Year2   Year3   Year4  Year5         Total

Operating and

Maintenance              18000 21000  24000  27000 30000          -

Discount factor(10%)  0.909   0.826   0.751   0.683   0.620           -

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Salvage                                                                          12000  

Discount factor(10%)                                                     0.620

Discounted salvage                                                      7440        (7440)

Inital Cost                   (55,000)                                                      (55,000)

NPV                                                                                                136,333

Calculation for EAC

NPV = 136,333

Annuity factor for 5 years = 3.790

Equivalent annual cost = NPV /Annuity factor

Equivalent annual cost = 136,333/3.790

Equivalent annual cost = 35,972

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