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Boris bought a desk on sale for 268 . This price was 33 less than the original price. What was the original price?
Wiki User
∙ 6y ago
268 + 33 = 301
Wiki User
∙ 6y ago
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If a discount of 20 percent off the retail price of a desk saves Mark 45 dollars how much did he pay for the desk?
Mark paid $180 for the desk. Mark paid 100% - 20% = 80% of the original price. If 20% of the original price is $45, then, 80% being 4 times 20%, Mark's cost would be 4 times $45, or $180. Call "price" the original, undiscounted price; call "cost" Mark's cost after the discount. Express percentages as fractions of 100. Then algebraically we can write two equations and then solve them together: 1: cost = (100-20)/100 X price; cost = 80/100 X price; cost = 0.8 X price 2: 20/100 X price = $45; $45 = 0.2 X price; price = $45/0.2; price = $225 Combining the first and second equations, we can write: cost = 0.8 X price; cost = 0.8 x $225; cost = $180. Here is the answer in more simple terms...lol: BY MR2K10 Let x= the original price of the desk .20x= 45 (divide by .20) ___ ___ .20 .20 x=225 Now we know that Mark got $45 off the original price of the desk, therefore we subtract $45 from $225 which gives us $180. :)
A discount store takes 50 percent off the retail price of a desk for the store's holiday sale it takes an additional 20 percent off of all furniture the desk's retail price was 320 how much is the des?
$136
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If a discount of 20 percent off the retail price of a desk saves Mark 45 dollars how much did he pay for the desk?
Mark paid $180 for the desk. Mark paid 100% - 20% = 80% of the original price. If 20% of the original price is $45, then, 80% being 4 times 20%, Mark's cost would be 4 times $45, or $180. Call "price" the original, undiscounted price; call "cost" Mark's cost after the discount. Express percentages as fractions of 100. Then algebraically we can write two equations and then solve them together: 1: cost = (100-20)/100 X price; cost = 80/100 X price; cost = 0.8 X price 2: 20/100 X price = $45; $45 = 0.2 X price; price = $45/0.2; price = $225 Combining the first and second equations, we can write: cost = 0.8 X price; cost = 0.8 x $225; cost = $180. Here is the answer in more simple terms...lol: BY MR2K10 Let x= the original price of the desk .20x= 45 (divide by .20) ___ ___ .20 .20 x=225 Now we know that Mark got $45 off the original price of the desk, therefore we subtract $45 from $225 which gives us $180. :)
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