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How do you find the cost of a item if you know the markup cost 130.50 and the markup percentage 58 percent?
Wiki User
∙ 7y ago
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.)
Wiki User
∙ 7y ago
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What is the selling price if it cost 15 and the percent of markup is 15?
The selling price would be 17.25 if it cost 15 and the percent of markup is 15.
What is the percent markup on a pair of shoes selling for 120.00 that had a wholesale cost of 80.00?
50% markup.
What is the markup percent on a diamond for which the markup is 1162 and the selling price is 3962?
3962 -1162 = 2800 which is dealer cost markup % = (3962/2800 - 1) times 100 to get percent = 41.5%
How do you find the selling price of something if the cost is 5.50 and the percent markup is 75 percent?
Multiply by 1.75
What is the selling price of a 12.82 item with a mark-up of 32 percent?
-19.18
What if your store buys notebooks for 2.00 each and sells them at the retail price of 3.00 The markup percent based on cost is what percentage?
Cost = 2.00 Markup = 3.00-2.00 = 1.00 Markup as percentage of cost = 1.00/2.00 * 100 = 50 %
Nick wants to buy a pair of shoes. The original cost of the shoes is 56.75 and the markup is 12 percent. How much will he have to pay for the shoes markup value original cost and times percentage mark?
49.64
How do you calculate retail when the cost and markup percent is given?
Retail = cost*(1+markup/100)
What is the selling price if it cost 15 and the percent of markup is 15?
The selling price would be 17.25 if it cost 15 and the percent of markup is 15.
What is the cost-plus-markup theory?
Cost-plus-markup theory is the theory that business firms calculate their unit costs and add on a percentage markup.
How do you find the cost and the selling price if you know the markup price 130.50 and the markup percentage 58?
There is no cost for which a 58% markup would give a price of 130.50.
What is Markup Income?
Markup income typically refers to the profit or revenue generated by adding a markup or margin to the cost of goods or services. In business and finance, "markup" is the amount added to the cost of producing or purchasing a product or service to determine its selling price. The markup is essentially the difference between the cost of production and the final selling price. The formula for calculating markup is: Markup = Selling Price − Cost Price Markup=Selling Price−Cost Price Markup is often expressed as a percentage of the cost price. The formula for calculating the markup percentage is: Markup Percentage = ( Markup Cost Price ) × 100 Markup Percentage=( Cost Price Markup )×100 So, markup income is the additional revenue or profit earned by a business through the application of a markup to its costs. This concept is commonly used in various industries to determine pricing strategies and to ensure that businesses cover their costs and generate a profit. you can get more explanation when you click this link and learn everything about markup income
What is the percent markup on a pair of shoes selling for 120.00 that had a wholesale cost of 80.00?
50% markup.
What is the markup percent on a diamond for which the markup is 1162 and the selling price is 3962?
3962 -1162 = 2800 which is dealer cost markup % = (3962/2800 - 1) times 100 to get percent = 41.5%
How do you find markup?
1. Determine your product/service cost. How much did it cost you? As an example, let's assume the product cost is $1.40.2.Determine the percentage markup you wish to apply. Research your industry to apply a markup that will be competitive. In this example, we will use 30 percent.3. Convert the percentage markup to a decimal. In this case, a 30 percent markup would translate to 0.30 (30 divided by 100).4. Subtract the decimal in STEP 3 from 1. In this example, 1 minus 0.30 equals 0.70.5. Compute the total selling price by taking the cost from STEP 1 and dividing it by the result from STEP 4. In this example, $1.40 is divided by 0.70. The result is $2.00, which should be the total selling price.6. Calculate the price markup by subtracting the product cost from the selling price. In this example, the $2.00 selling price minus the $1.40 product cost gives you a price markup of $0.60.
If the markup formula is 40 percent of cost and the selling price of an item is 49.99 what is the cost?
$35.71
How do you find the selling price of something if the cost is 5.50 and the percent markup is 75 percent?
Multiply by 1.75
