Question: Base Math Add the following binary numbers show the carries. 1. 2. 3. 4. 101 1101 11101 11001 + 10 + 10 + 11 +
Base Math
Add the following binary numbers show the carries.
| 1. | 2. | 3. | 4. |
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| 101 | 1101 | 11101 | 11001 |
| + 10 | + 10 | + 11 | + 10011 |
| ---- | ----- | ------ | ------- |
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Add the following octal numbers show the carries.
| 5. | 6. | 7. | 8. |
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| 1425 | 7176 | 77625 | 6010.72 |
| + 6346 | + 1513 | + 264 | + 541.3 |
| ------ | ------ | ------ | --------- |
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Add the following hexadecimal numbers show the carries.
| 9. | 10. | 11. | 12. |
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| 164A | 9A6C | BBF6 | 9A.11B |
| + 3B42 | + 2824 | + 4412 | + 31.196 |
| ------ | ------ | ------ | --------- |
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13-20. Convert from decimal to octal filling in the numbers above the dashes
| 8|4659 |
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| 8| |
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| --- | - |
| 8| |
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| -- | - |
| 8| |
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| - | - |
| 8| |
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| - | - |
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| - |
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465910 = Base 8
Demonstrate that the Base 8 number is really 4659 in decimal by using the following notation: n * 80 + n * 81
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| x | 80 | = |
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| x | 81 | = |
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| x | 82 | = |
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| X | 83 | = |
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| x | 84 | = |
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| Total |
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