selling price 2783.40. 70% at cost price the answer is 2141.08
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Cost Price=(100/(100-loss percent))* Selling Price
cost price = selling price - profit
What I do is organize it as follows... Cost Price = 100% Selling Price = 100% + profit percent Then you can fill in the variables and cross multiply, for example if you know the selling price is $27 and the profit percent is 10% then you can fill it in accordingly... Cost Price = 100% $27 = 100 + 10 l l \/ Cost Price = 100% $27 = 110% Then you do ($27 x 100%) / 110 to get $24.55. That means that the Cost price is $24.55
Cost price * markup + tax = selling price
Simple!just subtract your cost price from your selling price.
Cost Price=(100/(100-loss percent))* Selling Price
it the profit on sales price be 20/100 thepercentag ofprofit on cost price is
cost price = selling price - profit
What I do is organize it as follows... Cost Price = 100% Selling Price = 100% + profit percent Then you can fill in the variables and cross multiply, for example if you know the selling price is $27 and the profit percent is 10% then you can fill it in accordingly... Cost Price = 100% $27 = 100 + 10 l l \/ Cost Price = 100% $27 = 110% Then you do ($27 x 100%) / 110 to get $24.55. That means that the Cost price is $24.55
(Selling Price - Cost price)/Selling Price * 100
Cost price * markup + tax = selling price
Simple!just subtract your cost price from your selling price.
The selling price would be 17.25 if it cost 15 and the percent of markup is 15.
let the cost price =X sell price=cost +profit selling price=x+profit
find cost price if selling price =600 and profit=20%
you minus it
Cost = Selling Price - Gross Profit By using this formula or method easily we can get the selling price of the product