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The correct formula when markup is based on the selling price is selling price is equal to the markup plus the cost. This enables traders make profits.

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Q: What is the correct formula when markup is based on selling price?
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Related questions

Assuming the same percentage is used in each case what is higher a Markup based on selling price b Markup based on cost?

D


What is the most commonly used form of markup is based on?

selling price


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 equivalent markup based on cost of a water fountain that is marked up 84 percent based on the selling price?

150


If a store uses a selling price - based markup of 40 and an item costs the store $300 what selling price would the store set for the item?

420


If the company markup is based on cost at 90 and the markup is 33 percent what is the selling price assuming that the sell price is rounded up to the next highest dollar minus one cent?

It is 119.99


If a store uses a selling price based markup of 40 percent and an item costs the store 300 what selling price would the store set for the item?

420


If a store uses a selling price- based markup of 40 percent and an item costs the store 300 what selling price would the store set for the item?

420


If a company's markup is based on cost at 90 and the markup is 33 percent what is the selling price?

The idea here is to add the cost price (90) with the markup (33/100 times 90). Or, somewhat faster, you can just think "100% + 33% = 133%; therefore, multiply the original price by 1.33".


Are markups only based on selling figures?

No. The usual approach is to maximize profits. The profit function may depend on a variety of factors. A well-selling product may be sold at a low markup, to increase sales even further.


The most commonly used form of markup is based on?

cost


I was told that you should divide the cost of an item by .75 for a 25 perc. margin. However this result is different from a 25 markup. What is the difference between a percentage markup and a margin?

Margin is the percentage of profit based on sales price while mark-up is the percentage gain based on cost. A 25% mark-up results in a 20% margin. For example, an item costs $80. You mark it up 25% (80 x 1.25) and you selling price is $100. A profit of $20 is 20% of $100 so you have a 20% margin. Similarly, a 50% mark-up will result in a 33% margin. To calculate the selling price at a given margin, you have the correct formula. You divide the cost by 1 minus the margin percentage. So, if you want a 25% margin, your cost will be 75% of the selling price. So you take cost divided by .75 to arrive at the price. If you want a 30% margin, divide your cost by .7 which is (1 - .3).