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Q: A store manager paid 69 for an item and set the selling price at 93.84 What was the percent markup?
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How do you find the percent of markup?

(Selling Price - Cost price)/Selling Price * 100


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.


Margin vs markup?

margin vs markup As every coin has two sides, likewise, margin and markup are two accounting terms which refers to the two ways of looking at business profit. When the profit is addressed as the percentage of sales, it is called profit margin. Conversely, when profit is addressed as a percentage of cost, it is called as markup. While markup is nothing but an amount by which the cost of the product is increased by the seller to cover the expenses and profit and arrive at its selling price. On the other hand, the margin is simply the percentage of selling price i.e. profit. It is the difference between the selling price and cost price of the product. The terms margin and markup are very commonly juxtaposed by many accounting students, however, they are not one and the same thing. Content: Markup Vs Margin Comparison Chart Definition Key Differences Conclusion


What is the equation for calculating markup?

(S-C)/C Where S is Selling Price and C is Cost. Not to be confused with Gross Profit which is (S-C)/S 100% Markup = 50% Gross Profit


What a markup?

increasing the value of product cost price

Related questions

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.


How do you find the percent of markup?

(Selling Price - Cost price)/Selling Price * 100


If the selling price is 18.00 snd the markup is 33 percent what is the dollar markup?

$4.47


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 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%


Saud bought a TV set for Rs12000 To make a desired profit he needs a 50 percent markup on selling price What is his Rs Markup?

Saud bought a TV set for Rs.12000. To make a desired profit he needs a 50% markup on selling price. What is his Rs. Markup?


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


What is the correct formula when markup is based on selling price?

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.


How do pricing percentage markups work For instance does 100 percent markup double the price Or would that be a 200 percent markup?

100 percent markup will double the price. 200 percent markup would triple the price. (For markup read increase.)


A pair of cuff links which sells for 100.00 has a markup rate of 10 percent on the selling price Find the amount of the markup and the cost?

1o=90


How do you get a cost price and a markup if you know the selling price and profit?

Selling price less profit equals cost price. The markup is the profit plus cost price.


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