The original price = the selling price - the markup price
Therefore, just write it like that in a mathematical expression as follows:
OP = SP - MP
Then input the known information as follows:
OP = 45.50 - (OP * .17)
OP + OP(.17) = 45.50
OP * (1+.17) = 45.50 (Use the distributive property (algebra) to do this step).
OP * 1.17 = 45.50
OP = 45.50 / 1.17
OP = 38.88 (.8 repeating)
Optionally, for quick calculating (if you need to do a lot of this type of calculation often), just divide the selling price by 1+the markup %: e.g.: 45.50 / (1.17) = 38.88 (repeating).
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Now i'm not 100%, so check this first but I believe you do the equation-
x+.17x=45.50 solve that and you should, theoretically, get your answer
The selling price would be 17.25 if it cost 15 and the percent of markup is 15.
$4.47
49.64
A markup calculator helps you determine the selling price of a product but you have to know the original cost as well as the percent markup. You can get them online for no expense. I've linked one for you. http://www.pine-grove.com
Selling for double what you paid for it.
50% markup.
100 percent markup will double the price. 200 percent markup would triple the price. (For markup read increase.)
(Selling Price - Cost price)/Selling Price * 100
-19.18
3962 -1162 = 2800 which is dealer cost markup % = (3962/2800 - 1) times 100 to get percent = 41.5%
'Gain percentage' is usually called markup. Cost x (1 + markup percentage/100) = selling price. Ex: a book cost $20 wholesale. The store markup is 25%. Fine the selling price. SP = 20 x (1 + 25/100) = 20 x (1.25) = $25
There is no cost for which a 58% markup would give a price of 130.50.