Question
Try to convert my last name (Moore) to the binary data. Put Moore and the binary numbers both in there.
Use the ASCII table to get the decimal equivalent then do the conversion
Use the ASCII table to get the decimal equivalent then do the conversion
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Answered by
GPT-4o mini
To convert the last name "Moore" to binary data, we'll first need to determine the ASCII decimal values for each character in the name, then convert those decimal values into binary.
Here's how it breaks down:
1. **Characters and their ASCII values**:
- M: 77
- o: 111
- o: 111
- r: 114
- e: 101
2. **Decimal values**:
- M: 77
- o: 111
- o: 111
- r: 114
- e: 101
3. **Binary conversion**:
- M: 77 in binary is 01001101
- o: 111 in binary is 01101111
- o: 111 in binary is 01101111
- r: 114 in binary is 01110010
- e: 101 in binary is 01100101
Now, combining all the parts:
**Moore**:
- Decimal: 77 111 111 114 101
- Binary: 01001101 01101111 01101111 01110010 01100101
So the result is:
- **Moore** -> **Decimal**: 77 111 111 114 101
- **Moore** -> **Binary**: 01001101 01101111 01101111 01110010 01100101
Here's how it breaks down:
1. **Characters and their ASCII values**:
- M: 77
- o: 111
- o: 111
- r: 114
- e: 101
2. **Decimal values**:
- M: 77
- o: 111
- o: 111
- r: 114
- e: 101
3. **Binary conversion**:
- M: 77 in binary is 01001101
- o: 111 in binary is 01101111
- o: 111 in binary is 01101111
- r: 114 in binary is 01110010
- e: 101 in binary is 01100101
Now, combining all the parts:
**Moore**:
- Decimal: 77 111 111 114 101
- Binary: 01001101 01101111 01101111 01110010 01100101
So the result is:
- **Moore** -> **Decimal**: 77 111 111 114 101
- **Moore** -> **Binary**: 01001101 01101111 01101111 01110010 01100101
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