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0101 code translator
0101 code translator












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#0101 code translator code#

How many possible combinations do you think you can get using six bits at a time, or 64? By grouping single bits together in larger and larger groups, computers can use binary code to find, organize, send, and store more and more kinds of information.

0101 code translator

Then try again using bits grouped by five. Using any binary code representation you’d like, try to figure out how many possible combinations of bits you can make out using bits grouped by four. While eight different kinds of information are still not enough for representing a whole alphabet, perhaps you can see where the pattern is headed.

0101 code translator

Forget encoding the entire alphabet or punctuation signs-you just get two kinds of information.īut when you group bits by two, you get four kinds of information:īy increasing from two-bit groups to three-bit groups, you double the amount of information you can encode: To understand why, it helps to consider the alternative: what if only one bit was used at a time? Well, you’d only be able to share two types of information-one type represented by 0 and the other by 1. Arranging and reading bits in ordered groups is what makes binary exceptionally powerful for storing and transmitting huge amounts of information.












0101 code translator