Uniwell SX-330 Informations techniques Page 50

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42
ePOS Office Help
© 2005 Uniwell Software Development
6.3.3 Stock Value
The stock valuation report shows the following information for the selected period.
Stock Valuation
Description
1
In
Stock
2
Cost
3
@Cost
4
Av
Cost
5
@AvCost
6
Retail
7
@Retail
Bottled
Carlsberg
104.00
£0.97
£100.88
£0.85
£88.40
£2.10
£218.40
Budweiser
240.00
£1.05
£252.00
£1.15
£276.00
£2.30
£552.00
Sol
43.00
£1.09
£46.87
£1.29
£55.47
£2.20
£94.60
1
The quantity of the product you currently have in stock. This is taken from the
stocktake figures if you have done a stocktake. If you haven't done a stocktake, the
software calculates what you should have in stock.
2
The cost of this product. This is the cost taken from the product file at present and
NOT the cost when you bought the product.
3
The cost value of the stock you currently have of this product. Calculated by
multipying the quantity in stock by the cost.
4
The average cost of the product taking account of all delivereis you entered in ePOS
Office.
5
The quantity of stock multiplied by the average cost.
6
The standard selling price (or Price 1) taken from the product file.
7
The retail value of the stock you currently have of this product. The quantity in stock
multiplied by the retail price.
6.3.4 Profit Potential
The profit potential report shows the following information for the selected period.
Description
1
In Stock
2
@Cost
3
@Nett
4
Profit
5
Margin
Bottled
Carlsberg
104.00
£100.88
£180.18
£79.30
44.01%
Budweiser
240.00
£252.00
£455.40
£203.40
44.65%
Sol
43.00
£46.87
£78.05
£31.18
39.94%
1
The quantity of the product you currently have in stock. This is taken from the
stocktake figures if you have done a stocktake. If you haven't done a stocktake the
software calculates what you should have in stock.
2
The quantity in stock multiplied by the standard price (price 1)
3
The quantity in stock multiplied by the standard price (price 1) minus tax
4
The @Nett minus the @Cost. This is the profit potential of your current stock.
5
The profit divided by the @Nett multiplied by 100.
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