You have bought your product and wish to determine what price to sell each without making a loss. One simple way of doing this is to use the following formula:
Selling price = Variable Costs + Overhead Costs (Fixed Cost) + Profit
Variable costs are all the costs directly involved in the manufacturing and shipping or postage of your product while Overheads costs are all the costs involved in selling product
Example:
All the costs involved in product Amount in Pounds
Manufacturing Cost /cost per unit inc P&P (Variable cost) 60
Administration cost (Fixed cost) 6
Distribution Cost (Fixed cost) 6
Promotional and selling cost (Fixed cost) 8
Total Costs Price 80
Profit margin 10
Selling price 90
To calculate % Gross Profit Margin:
% Gross Profit Margin = (Gross Profit Margin / Selling Price) x 100%
% GPM = (£10/£90) x 100
% GPM = 0.1111 x 100
% GPM = 11.11%
To calculate % Markup:
% Markup = (Selling Price - Cost Price) / Cost price * 100%
% Markup = ( £90 - £80)/ £80 x 100%
% Markup = £10/£80 x 100%
% Markup = 12.5%
If % Markup is increased to 30%, then the new profit margin would be:
New Profit Margin = Markup % * Cost Price
New Profit Margin = 30% x £80
New Profit Margin = £24
and the new selling price would be:
New Selling Price = New profit margin + Cost Price
New Selling Price = £24 + £80
New Selling Price = £104
Other ways of determining your selling price:
The following shows more ways of arriving at a selling price. The figures above and the formulas below will be used , we should arrive at the same selling price as above.
Selling Price = Cost Price + (Cost Price x % Markup)
Selling Price = £80 + (£80 x (12.5/100))
Selling Price = £80 + (£80 x 0.125)
Selling Price = £80 + £10
Selling Price = £90
Selling Price = Cost Price x (1 + % Markup)
Selling Price = £80 x (1 + (12.5/100))
Selling Price = £80 x (1+ 0.125)
Selling Price = £80 x 1.125
Selling Price = £90
Selling Price = Cost Price / (1 - Aspired Gross Profit Margin)
Selling Price = £80 / (1 - 11.11/100)
Selling Price = £80 / (1 - 0.1111)
Selling Price = £80 / 0.8889
Selling Price = £89.99
Approx £90
See how to calculate your Markup Percentage
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