Just Me
|
Take whatever the price is and multiply it by 1.60. that will give you the price with %60 added to it. |
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mnvikes
|
multiply by 1.6 (.6 will give you a 40% reduction_ |
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shagg_woo
 |
Multiply your number by 1.6
Hope this helps you out and that you have a great day. |
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cowboys21angel
 |
Multiply the orginal price which is a whole price or 1 by 60% or .6. So multiply by 1.60 or 160% |
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mindtelepathy
|
Multiply by 160 , then divide by 100 |
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•°o.O Ðãññî O.o°•
|
multiply ur price by 1.6...or of course u cud do it the hard and boring way and do :
ur price divided by 60 and times 100 ad then add ur result to the original price, but ur way better off just doing it the simple way, cuz i am, after all, not THAT good at maths...:s |
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Robert R
|
Multiply the price by 160% on a calculator. |
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ignoramus
|
Multiply the price by 1.6
Example Original price for a dress is $100, new price is $160 |
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wyatt_bellis
|
Price x 1.60 is the easiest way.
So, $10.99 + 60% would be $17.58.
Hope this helps.
Cheers! |
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Think About It
|
Divide by .4
example price of 295 / .4 = 737.50
You divide to add to a price and you multiply to reduce a price. |
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Ralfcoder
 |
multiply the price by 1.6. |
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dajyde
|
What you have to do is multiply the original price by 0.6 The answer you get, you have to add that to the original price.
e.g a shoe costs $150
to add 60% to that price, you multiply 150 by 0.6
Therefore 150 * 0.6 = 90
90 + 150 = 240
Another way, multiply the original price by 1.6
Another way could be just moving the decimal place in the original price (150) 150 is actually read 150.00 therefore, you move the decimal place one place to the left to find 10 %. This makes that number 15. To find 60% you add 15 six times or just multiply 15 by 6 which will equal 90. After that, add to the original to find what 60% plus a price will be.
Hope that helps. Chau |
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IdiotWind
|
Multiply price by 0.60, this will give you 60%.
Add that result to the price |
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Cap'n Jack
|
Divide the price by .60 |
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brighton
|
multiply .60 |
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Bob P
 |
Multiply cost by 120% Then add that figure to the cost. |
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