# Differences

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 manual:chapter3:reals [2017/06/17 13:38]smartin [Numbers] manual:chapter3:reals [2019/06/24 13:16]claudio [Numbers in other bases] 2019/06/24 13:18 claudio [Bit operations] 2019/06/24 13:16 claudio [Numbers in other bases] 2017/06/17 13:38 smartin [Numbers] 2017/06/15 18:50 smartin [Approximate versus Exact] 2017/06/11 17:46 smartin [Numbers in other bases] 2017/06/11 17:45 smartin [Setting the word size] 2017/06/11 17:42 smartin 2017/06/11 17:32 smartin [Numbers in other bases] 2017/06/11 17:24 smartin [Exact versus Approximate] 2017/06/11 17:23 smartin 2017/06/11 17:02 smartin created 2019/06/24 13:18 claudio [Bit operations] 2019/06/24 13:16 claudio [Numbers in other bases] 2017/06/17 13:38 smartin [Numbers] 2017/06/15 18:50 smartin [Approximate versus Exact] 2017/06/11 17:46 smartin [Numbers in other bases] 2017/06/11 17:45 smartin [Setting the word size] 2017/06/11 17:42 smartin 2017/06/11 17:32 smartin [Numbers in other bases] 2017/06/11 17:24 smartin [Exact versus Approximate] 2017/06/11 17:23 smartin 2017/06/11 17:02 smartin created Last revision Both sides next revision Line 21: Line 21: ==== Numbers in other bases ==== ==== Numbers in other bases ==== - Numbers in different bases can be entered by preceeding the value with a ''#''​ and a trailing letter to indicate the base (''​b''​ = binary, ''​o''​ = octal, ''​d''​ = decimal, ''​h''​ = hex, note that the trailing letter is case insensitive). ​ Arithmetic can be done on numbers in different bases with the result displayed as the base of the first argument. ​ Only exact numbers in the range $-2^{63}$ to $2^{63}-1$ can be expressed in multiple bases. ​ Outside this range (or approximate numbers) ​will be switched to decimal. + Numbers in different bases can be entered by preceeding the value with a ''#''​ and a trailing letter to indicate the base (''​b''​ = binary, ''​o''​ = octal, ''​d''​ = decimal, ''​h''​ = hex, note that the trailing letter is case insensitive). ​ Arithmetic can be done on numbers in different bases with the result displayed as the base of the first argument. ​ Only exact numbers in the range $-2^{63}$ to $2^{63}-1$ can be expressed in multiple bases. ​ Outside this range will be switched to decimal. Here are example arithmetic operations in bases other than 10: Here are example arithmetic operations in bases other than 10:
• manual/chapter3/reals.txt