How do deal with infinitely repeating numbers as decimals? When division results in an infinitely repeating number, the number obviously gets truncated to fit into the size of the decimal So something like 1 3 becomes something like 0 3333333333333333333
python 3 float precision change - Stack Overflow I typed 42 33333333333333333333333333 but I got a different number I know python has this precision problem, but I don't want to use Decimal to store the number
javascript - 1. 265 * 10000 = 126499. 99999999999? - Stack Overflow For instance 1 3 in base 10= 33333333333333333333333333, while 1 3 in base 3 is equal to 1 and in base 2 is equal to 0101010101010101 In case you don't have a complete understanding of how different bases work, here's an example:
What does CV_8UC3 and the other types stand for in OpenCV? I was surprised when I couldn't find anything in OpenCV documentation describing - with words - what the various types stand for, and Googling wasn't much help either I know that CV_8UC1 is gray-s