•The following are the allowable ranges for each of the available number systems.
Binary | 1000000000 | ≦ x ≦ 1111111111 | |
| 0 | ≦ x ≦ 0111111111 | |
Octal | 4000000000 | ≦ x ≦ 7777777777 | |
| 0 | ≦ x ≦ 3777777777 | |
Decimal | ≦ x ≦ 2147483647 | ||
Hexadecimal | 80000000 | ≦ x ≦ | FFFFFFFF |
| 0 | ≦ x ≦ | 7FFFFFFF |
•Example 1: To perform the following calculation and produce a binary result:
101112 110102 1100012 |
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Binary mode: | t b | 0. | b |
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| 10111 + 11010 < | 110001. | b |
• Example 2: To convert the value 2210 to its binary, octal, and hexadecimal
equivalents.(101102 , 268 , 1616 )Binary mode: | t b | 0. | b | |
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| lll1(d) 22 < | 10110. | b | |
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Octal mode: | o | 26. | o | |
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Hexadecimal mode: | h | 16. H |
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• Example 3: To convert the value 51310 to its binary equivalent. |
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Binary mode: | t b | 0. | b | |
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| lll1(d) 513 < | Ma t h ERROR b | ||
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•You may not be able to convert a value from a number system whose calculation range is greater than the calculation range of the resulting number system.
•The message “Math ERROR” indicates that the result has too many digits (overflow).