$942.62 is what I get. You need to divide 1003.89 by 1.065.
The original price was $75.00
To calculate the new price after a 35 percent markup on an item that originally costs $6.75, multiply the original price by 0.35 to find the increase: $6.75 × 0.35 = $2.36. Then, add this increase to the original price: $6.75 + $2.36 = $9.11. Therefore, the item would cost $9.11 after the markup.
Discounted price was 360 (306/.85)Original price was 400 (360/.9)
If there is a 12.5% discount then 2.99 represents 100-12.5 = 88.5% of the original price. Therefore the original price is 2.99/0.885 = 3.38 (approx)
Let c= original cost Let p= percent reduced by Let r= cost after reduction Equation: c=p*(100%-r)
The original price was $75.00
50 cents
2000
25% of 60 = 15 OR if you are saying, it now costs $60 and it is 25% of the original price, then the original price = $240.
To calculate the new price after a 35 percent markup on an item that originally costs $6.75, multiply the original price by 0.35 to find the increase: $6.75 × 0.35 = $2.36. Then, add this increase to the original price: $6.75 + $2.36 = $9.11. Therefore, the item would cost $9.11 after the markup.
Discounted price was 360 (306/.85)Original price was 400 (360/.9)
If there is a 12.5% discount then 2.99 represents 100-12.5 = 88.5% of the original price. Therefore the original price is 2.99/0.885 = 3.38 (approx)
Let c= original cost Let p= percent reduced by Let r= cost after reduction Equation: c=p*(100%-r)
IThe original price was reduced by 80% and the item cost $600. therefore $600 must be 20% of the original price. Therefore half of it, which is $300, would be 10% of the original price. This means that the original price was $3000.
the coat will cost you 51 ( dollars/ pounds)
50% off is the same as saying the shirt costs 50% of its original cost. 50% of original cost = 19.50*50/100 = 9.75
15/8 * 10 so $18.75