Posted: 11 Jun 2009 at 02:05 | IP Logged
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Well, the Wiley problem is asking for the average receivables and the Bisk problem is asking for the daily cash collected. But to show how the Wiley formula as applied to Pheepa's Bisk problem:
(.30 x 45 days) + (.70 x 10 days) x 50,000 = (13.5 + 7) x 50,000 = 1,025,000
You have to do two calculations to get the receivables collection period, so just apply the 45 day payments and the 10 day payments to their respective percentages.
Avg A/R 1,025,000
Avg Collection Period 20.5 days (13.5 + 7)
Avg A/R/Avg Daily Sales = 20.5; this is the formula to calculate the receivables collection period. If you move this equation around you get back to the avg collection period x daily sales = avg ar.
So the Wiley formula above would work for both problems, if the Bisk problem had asked for the average receivables or any of the other parts of the formula above.
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Now the Bisk problem: They want to know the cash collections per day, which is an allocation of how 50,000 sold every day is collected. As Nan did above (just copied from above)
50,000 x .7 x .02 = 700 This is the amount of collections forfeited due to taking the discount.
50,000 - 700 = 49,300 This is the net collections.
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I think the confusion lies in the fact that you use 50,000 dollars in both calculations. To calculate average receivables, you multiply the 50,000 x average collection period. To calculate average daily collections, you have to assume you always have the same amount of cash payments coming in each day as your daily sales, assuming everything remains constant. (I made a very bad attempt at explaining why that is above in conjunction with Gleims explanation, so forget what I said and just assume LOL) Then you just say, ok, out of the 50,000 cash coming in each day, 70% is eligible for the 2% discount. Next calculate the discount and subtract from the 50,000.
Well, hopefully this ties everything together different people have said. Let's see...we've had Gleim, Wiley, Bisk ahhh
Goodnight all!
__________________ FAR-85 (5/01/09)
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