If the selling price is S then, under the given conditions, the cost price is
0.5*[-100 + sqrt(10000 - 400*S)] = 5*sqrt(100 + 4*S) - 50
Cost Price = Selling Price - Profit Profit = Selling price * profit percentage Example: Selling Price = 10 Profit % = 50% Profit = 10*50/100 = 5 Cost price = 10 - 5 Cost Price = 5
cost price = selling price - profit
P/L% = P/L * 100 divide by C.P
Cost Price=(100/(100-loss percent))* Selling Price
find cost price if selling price =600 and profit=20%
Cost Price = Selling Price - Profit Profit = Selling price * profit percentage Example: Selling Price = 10 Profit % = 50% Profit = 10*50/100 = 5 Cost price = 10 - 5 Cost Price = 5
cost price = selling price - profit
P/L% = P/L * 100 divide by C.P
% P = P/BP *100 % - percentage P - profit P/BP - fraction BP - buying price * 100 - times one houndred (you have to be given the buying price and the selling price to work out the percentage profit) REMEMBER TO CANCEL DOWN THE FRACTION!!!
Cost Price=(100/(100-loss percent))* Selling Price
find cost price if selling price =600 and profit=20%
The answer will depend on profits as a percentage of what! As a percentage of revenue, it would be 100*(Total Revenue - Total Costs)/Total Revenue In example (as given in discussion page) Total Revenue = 236,000 Total Costs = 173,000 Total Profit = Total Revenue - Total Costs = 63,000 So percentage profit = 100*63,000/236,000 = 26.7% (approx).
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