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| subject: | Get The Point ? |
CM> > float temp=26.4; > > My system tells me the value is 26.39996. CM> Think about how floating point works. It uses binary, and has only a finite number of binary places available after the "binary point". So, how many binary digits does it take to represent 2/5 ? For an analogy, how many decimal digits does it take to represent 1/3, and how close are you going to get if you are only allowed 5, say ? Implementing an infinite precision data type that can store values of fractions that have infinite binary expansion, and irrational numbers, is left as an exercise to the reader ... > JdeBP < ___ X MegaMail 2.10 #0: --- Maximus/2 2.01wb* Origin: DoNoR/2,Woking UK (0483-725167) (2:440/4) SEEN-BY: 12/2442 54/54 620/243 624/50 632/348 640/820 690/660 711/409 410 413 SEEN-BY: 711/430 807 808 809 934 942 949 712/353 623 713/888 800/1 @PATH: 108/145 220 3615/50 229/2 12/2442 711/409 54/54 711/808 809 934 |
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