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korell: Okay, I see how that works. I stand corrected. :)
For myself, percentages have always been in reference to the value for which they are a percentage of, not percentages of percentages. So with us talking about 60% off and 50% off, I immediately read the statement to refer to the value for which they were percentages of, not one as a percentage of the other.
It's a common mistake they make in media all the time. And mathematicians are facepalming every time...

For example, when they raise taxes from 1 to 5% , they didn't raise them by 4%. They raised them by 400%.

When they raise taxes from 4 to 8 %, they increased them by 100% (the new tax is 200% of the original tax)
Post edited October 07, 2012 by keeveek