On 11/26/05, Neil <Lists at mac.com> wrote: > on 11/26/05 6:07 PM, John Baltutis wrote: > >> Color me confused, but 15% = 0.15, which when added to 28.05 = 28.2 (at >> least that's consistent with what I learned in school 58 years ago). To do >> what you want, simply use 28.05 * 1.15 = 32.2575. > > The reason your are confused is because "15% of" is the same thing as "0.15 > times," but the only time 15%=0.15 is when it is 15% of 1.0. Really? 15%, by definition, is 15/100 = 0.15. See <http://www.mathleague.com/help/percent/percent.htm>, <http://www.math.com/school/subject1/lessons/S1U1L7GL.html>, and <http://www.purplemath.com/modules/percents.htm>. > When your dinner bill comes to $127 do you leave a dime and > a nickel as a 15% tip (ie. $.15)? No. I leave the original amount plus 15% of it; i.e., 127 + 127 x 0.15 = 127 x 1.15 = 146.05. > I think the original example is ambiguous because it didn't specify the > "of." One very reasonable assumption would be that the 15% mentioned in the > equation is 15% of the 28.05. Unambiguous and unreasonable in any mathematical sense. The original problem was the sum of two numbers: 28.05 + 15% = 28.2, which is mathematically correct. > I'm not sure that I would consider a calculator broken just because it > didn't make that assumption, but it makes no sense at all for the calculator > to assume that it's 15% of 1. Where did the 1 come from? Thin air? As before, from the standard mathematical definition of the term percent. >> If Panther's calculator works the way you described, then, IMHO, it's the >> one with the error, not the one in Tiger. > > I disagree. Panther's calculator made an arguably more reasonable > assumption than Tiger's did. I'm not sure that I would say one is clearly > correct though. Disagree all you want, but mathematically, you're wrong.