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Non-Profit Making Organisations
Calculating Losses of Stock and Cash
In the busy and often tempting environment of small organisations, mistakes can happen and so can theft. A barman in a busy bar or lounge can be forgiven from time to time if a few bottles of beer go missing or the till is short of a few pounds. However, what we are concerned with here is working out whether beer or cash have gone missing.
In some cases we might assume that accountants, auditors and the police find that a barman had 'lost' some beer and some cash from their bar. To carry out our own investigation, here is what we need:
Stock
- A true record of the opening stock, taken from the annual, monthly or weekly physical stock take or stock check
- Accurate delivery records from the brewery, wholesaler or supplier
- Accurate sales records
- A true record of the closing stock, taken from the annual, monthly or weekly physical stock take or stock check
That's it! When we have all of that, there's nothing we don't know or can't prove!
Cash
We really need the same information as for stocks of goods for sale, since cash is really only a stock of notes and coins. This is what we need then:
- Bank statements and statements of cash in hand for the start of the period - cash balance b/d
- Accurate records of all cash received
- Accurate records of all cash paid
- Bank statements and statements of cash in hand for the end of the period - cash balance c/d
Of course, with a large club that might have several bars, a café, restaurant and a sports hall and a gym, reality can be more complicated than a simple list suggests but the principles are the same whatever the size of club or organisation.
Worked Example: Stock
What do you make of the following information?
| The basic data |
| Stock at start | 1,000 |
| Purchases | 10,000 |
| Sales | 15,000 |
| Stock at end | 400 |
| The average mark up on cost of sales is 30% |
Working directly and only from the basic data we can estimate the cost of sales and sales using the formula:
Opening stock
+ Purchases
- Closing stock
= Cost of sales
+ Estimated mark up
= Estimated Sales
| Based on the data supplied |
| Opening stock | 1,000 |
| Purchases | 10,000 |
| 11,000 |
| Closing stock | 400 |
| 10,600 |
| Estimated mark up (30%) | 3,180 |
| 13,780 |
See the problem? We have been told that the actual sales were £15,000 but using the formula we find that sales seem to be £13,780. Here's what we do to resolve this issue:
Assuming that the figure for sales of £15,000 is correct then working backwards from actual sales we can find what closing stocks should have been. You might find the right hand column in the table that follows useful as it confirms the percentages to work with when working backwards from the actual sales.
| Calculations from what should have happened |
| Opening stock | 1,000.00 | |
| Purchases | 10,000.00 | |
| 11,000.00 | |
| Estimated closing stock | 538.46 | |
| 11,538.46 | 100% |
| Average mark up on actual sales | 3,461.54 | 30% |
| 15,000.00 | 130% |
So actual sales are £15,000, 130% of the estimated cost of sales. Therefore, the estimated cost of sales is equal to:
| Estimated cost of sales = | Actual sales | * 100% = | £15,000 | * 100 = £11,538.46 |
| 130% | 130 |
Then we find the estimated value of closing stock by subtracting the estimated cost of sales from the value of goods available for sale:
= £11,000 - 11,538.46 = £538.46
Conclusion: We have found a problem. The closing stock check revealed that there is £400 worth of goods in stock yet our calculations show that there should be £538.46 worth of stock. The committee of the organisation would now investigate what had gone wrong and take the appropriate action.
For You To Do 10
Draw your own conclusions from the following data as to whether you think the stock of the Briney Seafarer's Association has been looked after properly for the year ended 31 March 2004.
| Stock at start | 1,277 |
| Purchases | 9,222 |
| Sales | 17,965 |
| Stock at end | 889 |
| The average mark up on cost of sales is 20% |
You might find it useful to calculate using the same tables as in the above Worked Example.
Now take a look at the solution...
Worked Example: Cash
Remember we said that holding cash really means having a stock of cash? So it should come as no surprise that finding out whether cash is missing is remarkably like finding out if stocks are missing.
What do you make of the following information?
| Cash and bank at start | 1,063.54 |
| Payments | 16,704.25 |
| Receipts | 17,693.50 |
| Cash and bank at end | 723.03 |
In a sense, the workings are easier than with stock, as the following solution shows.
Worked Example Solution: Cash
The logic of the solution to this problem is:
Cash and bank at start
+ Receipts
= Available cash
- Payments
= Estimated cash and bank at end
- Actual cash and bank at end
= Cash discrepancy, if any
Applying that template to the data in the question gives:
| Based on the data supplied |
| Cash and bank at start | 1,063.54 |
| Receipts | 17,693.50 |
| 18,757.04 |
| Payments | 16,704.25 |
| 2,052.79 |
| Actual cash and bank at end | 723.03 |
| (1,329.76) |
So £1,329.76 of the cash is missing, or unaccounted for. What should we do now? We are dealing with a year's accounts so need to see the problem in that context. A total of £1,329.76 for a year is just over £25 a week and that's probably a serious enough problem to take action. Management by exception tells us how serious a problem it is and it gives us clues as to what to do with it!
Management by exception (MBE) means that we leave things alone unless they are a problem - unless they are exceptional, that is. Here's a really good example of MBE - would you ever change the tyres on your bicycle if they weren't causing you a problem and they weren't breaking the law? No, you wouldn't unless you wanted a new colour or style. In the same way, if a business has plenty of cash in the bank, why worry about it? In this case, though, more than £1,300 is missing and that is exceptional. £1.30 over a year wouldn't be exceptional and neither would £13. £130 could begin to be a problem. Can you see how we look at things in an exceptional way now?
For You To Do 11
Evaluate the cash position from the following data and discuss what you would do as a result of your investigations.
The Bally Elliott Twinkle Toes Club's treasurer presents the following end of year information to the chairman of the club and just as the treasurer is about to reveal what these numbers mean, his wife bursts through the door and drags him away to deal with an urgent family crisis.
As the chairman you have to work out what these figures mean so that you can explain their meaning to the Club's committee in half an hour's time.
Prepare your workings and your speech!
| The Bally Elliott Twinkle Toes Club for the year ended 31/12/03 |
| Cash and bank at start | 931.44 | Payments | 16,292.01 |
| Cash and bank at end | 855.82 | Receipts | 15,830.77 |
You might find it useful to calculate using the same table as in the above Worked Example.
Now take a look at the solution...
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