If a product is purchased for 100 and 25% mark-up is added then the selling price will be 125.
Therefore cost for inventory purposes can be calculated by finding cost as a percentage of selling (100/125 x 100 = 80%)
or for any percentage mark-up
1-(m/(1+m))
where m= markup
1-(.25/(1+.25)) =0.8 or 80%
Placing a question mark at the end of a list of expressions or numbers does not make it a sensible question. Try to use a whole sentence to describe what it is that you want answered.
Cost = 12.6010% markupPROPER Math for MARK UP: 12.6 divided by 0.9 = 14.00The math is done this way so if you reduce the price by 10% you get to your original cost (close anyway)
Calculate it, Idiot.
If your Gross Profit is 12.5% of Selling Price, that means your Cost of Goods Sold is 87.5% of Selling Price. 1/.875 = 1.143 So you need a 14.3% markup to achieve a 12.5% Gross Profit. Example: Cost = $100 Selling Price = $100 x 1.143 = $114.30 Gross Profit = $114.30 - $100.00 = $14.30 14.30/114.30 = 12.5%
It is as accurate as any inventory method. It is much easier to take inventory at retail if you are on the floor counting the items because they are priced at retail. When you reconcile the number of units on hand vs the number purchased, you will know how many you sold or are not accounted for in the sales records. The term for those missing items is "shrinkage" and is a factor in GMROI. Theft of merchandise, mark downs and paperwork errors contribute to shrinkage....one important reason to take inventory. The problem with cost inventories (from my view) is that discounts, volume pricing and other variances to the cost of like items makes it hard for the inventory taker to determine which one was purchased at one cost, and which one at another. If the merchandise tags are coded and inventoried using those codes, the cost can be applied post inventory. A complete and accurate count, no matter how you do it, is what matters.
A 100% mark up doubles the selling price.
20
Multiply the retail amount of the item by 0.2857 for 40% mark up. That number is the mark-up amount. Just subtract that number from retail amount and That is the cost. Learn how to write this equation and the multiplier of 50%, 75% and more at:www.mathtestingtutor.com
136.66
mark-up a percentage of the cost. → mark-up price = cost + cost × percentage = cost × 100% + cost × percentage = cost × (100% + percentage) → cost = mark-up price ÷ (100% + percentage) → cost = 130.50 ÷ (100% + 58%) = 130.50 ÷ 158% = 130.50 ÷ (158/100) = 130.50 × 100/158 ≈ 82.59 (There are rounding errors in this as 82.59 × 158% ≈ 130.49, and 82.60 × 158% ≈ 130.51; 82.59½ × 158% ≈ 130.50.)
Rs. 500 /-
Mark-up, it is not profit. Profit must account for other fixed costs associated with selling
Mark the goods at 40% above cost price. Need sell_price such that: 80% of sell_price - cost_price/cost_price x 100 = 12% ⇒ 0.8 x sell_price - cost_price = 0.12 x cost_price ⇒ sell_price = 1.12/.8 cost_price = 1.4 cost_price 1.4 x 100 = 140% ⇒ mark at 40% above cost.
You need at least a 75% on your exam.
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)
So it is 105 gain. 105/75,x100 = 140% markup
49.64