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$82.50
$5.00 marked up 125% is $11.25
The new price is $27.14.
60
Increase the price of the sweater by 100% of it's sale price.
$82.50
0.173 (17.3%) is the price markup. The formula is (25750-21950)/21950 x 100 = Price % Markup
12.76 apex
$5.00 marked up 125% is $11.25
The new price is 27.14
The new price is $27.14.
60
Here's how to find out. Take the markup percentage (15, in your example) and move the decimal two places to the left. Then write a 1 to the left of the decimal, so you get 1.15...or 1.38, 1.75 or whatever the markup is. Divide the price by that number, and you have it.
The question is slightly ambiguous, so I'll list the two possibilities:If the original price is 50, and the new price is 50 + a 40% markup, then we can calculate as follows:New price = 50 + 40%= 50 x 1.4= 70If however you meant that the original price is 50 including a 40% markup (eg tax), and you want to calculate the new price with this markup removed, we calculate the answer as:New price +40% = 50New price x 1.4 = 50New price = 50 / 1.4= 34.84= 35 (approx)
78x1.5= 117+78= 195
$60 x .18 = $10.80 $60+$10.80= $70.80 price of your new jacket
the new number divided by the old nuumber e.g If the new price is : £56 and the original price : £80 the percentage depreciation is: 56 / 80 = 0.7 ( the percentage decrease)