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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?

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15y ago

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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.


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

$4.47


What is 100 percent markup?

Selling for double what you paid for it.


What is the percent markup on a pair of shoes selling for 120.00 that had a wholesale cost of 80.00?

50% markup.


How do you find the percent of markup?

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


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


A store uses a selling price based markup of 40 percent and an item costs the store 300 what will the store price be?

To calculate the selling price with a 40 percent markup on an item that costs the store $300, you first find the markup amount by multiplying the cost by the markup percentage: $300 x 0.40 = $120. Then, add the markup to the original cost: $300 + $120 = $420. Therefore, the store's selling price will be $420.


A store manager paid 69 for an item and set the selling price at 93.84 What was the percent markup?

36 percent


What is the percent markup on a pair of shoes selling for 120.00 that had a whole sale of 80.00?

50%


What is a markup percent?

a markup percent


How do you find the percent markup if the Selling price is 650 from the wholesale cost of 450?

To find the percent markup, you first subtract the wholesale cost from the selling price: (650 - 450 = 200). Then, divide the markup amount by the wholesale cost: (200 \div 450 \approx 0.4444). Finally, convert this to a percentage by multiplying by 100: (0.4444 \times 100 \approx 44.44%). Thus, the percent markup is approximately 44.44%.