Here's a math riddle, but an iffy one. Let me know what you
think?
Twice as thin? The lady down the street claims that on
her new diet plan, her waist became twice as thin as before the diet. If
her waist was originally 40 inches, what is her new waist line?
Answer:
You may think and perhaps correctly that her new waist line is 20 inches.
(Not bad!) But the idea of "twice as thin" implies you really
think half the the original. But the predicate is vague and requires an
interpretation. Actually, the "twice as thin" requires a
mathematical interpretation as "half the previous." There is no math here; you have just come to
this by habit. This is a general problem
of how vague mathematical-like statements are commonly used. What would you do if she has said her waist
was now 1.5 times thinner?
Now for
more practical matters, my blueberry yogurt advertised it that one third fewer
calories than their regular type. What
does this mean to the ordinary person?
One third of the calories? Or one third fewer, i.e. two-thirds of the original? Does the ordinary person know?
As a calorie counter myself, the one third less is a natural way to look at things. How else would you express it? If the regular had 100 calories, and the lower calorie version had 66 calories wouldn't it be one third less?
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