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Subject Topic: BEC-Financial management shortterm borrow (Topic Closed Topic Closed) Post ReplyPost New Topic
  
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Usagi
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Posted: 13 Dec 2011 at 01:26 | IP Logged  

Does anyone please help me to understand this?
I couldn't answer why we have to do this.($2/$98*360/25days).
I understand $2/$98 but I can't get why I multiple 360 and divide 25days. Please teach me this.


Bisk 51-59

59 Quail company's supplier offer terms of 2/10, net 35. Using a 360day year, what the approximate cost of foregoing the discount?

a.36%
b.29%
c.21%
d.19%

The answer is b

One means of answering this question is to assume a $100 gross invoice balance. On a $100 invoice, Quail could pay $98 (100*(1.0-0.02) at 10days or $100 at 35 days. In other words, Quail would pay $2 for borrowing $98 for 25 days (35-10days). The annualized percentage rate is approximately ($2/$98*360/25days).


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TaxProfMom
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Posted: 13 Dec 2011 at 20:48 | IP Logged  

If you pay within 10 days, you get to take a 2% discount, but otherwise you
are required to pay within 35 days. You pay an extra 2% for those extra 25
days. How many 25 day periods are there in a year (we use 360 to make it
easier)? 360/25 = 14.4. You are paying 2% to borrow 98% for the 14.4
periods in a year.

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ramplacentia
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Posted: 13 Dec 2011 at 23:23 | IP Logged  

the assumption is that the payment terms will be repeated XX(360/25) times in a given year.

Savings rate offered X no. of times company can avail the benefit in a given year.

 

Usagi wrote:
Does anyone please help me to understand this?
I couldn't answer why we have to do this.($2/$98*360/25days).
I understand $2/$98 but I can't get why I multiple 360 and divide 25days. Please teach me this.


Bisk 51-59

59 Quail company's supplier offer terms of 2/10, net 35. Using a 360day year, what the approximate cost of foregoing the discount?

a.36%
b.29%
c.21%
d.19%

The answer is b

One means of answering this question is to assume a $100 gross invoice balance. On a $100 invoice, Quail could pay $98 (100*(1.0-0.02) at 10days or $100 at 35 days. In other words, Quail would pay $2 for borrowing $98 for 25 days (35-10days). The annualized percentage rate is approximately ($2/$98*360/25days).




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