If the selling price is S and the Mark-up is M%
then the cost, C*(1 + M/100) = S
So that C = S/(1+M/100) = 100*S/(100 + M)
$35.71
find the selling price of an article costing Rs.30.00,that was sold at a profit of 15% of the cost price
20
cost price = 100/100+r*selling price = 100/100+7.5*34.04 = 100/107.5*34.04 = 100*3440/10750 = Rs 32 the cost price is Rs 32.
As a very rough approximation,Profit = Selling Price - Cost of Production.As a very rough approximation,Profit = Selling Price - Cost of Production.As a very rough approximation,Profit = Selling Price - Cost of Production.As a very rough approximation,Profit = Selling Price - Cost of Production.
selling price 2783.40. 70% at cost price the answer is 2141.08
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
Cost price * markup + tax = selling price
(Selling Price - Cost price)/Selling Price * 100
Simple!just subtract your cost price from your selling price.
let the cost price =X sell price=cost +profit selling price=x+profit
The selling price would be 17.25 if it cost 15 and the percent of markup is 15.
find cost price if selling price =600 and profit=20%
you minus it