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Which of these problems is correct if the numbers are binary numbers?(1 point)Responses1 + 1 = 21 + 1 = 21 + 1 = 101 + 1 = 100...Question
Which of these problems is correct if the numbers are binary numbers? (1 point) Responses 1 + 1 = 2 1 + 1 = 2 1 + 1 = 10 1 + 1 = 10 0 + 0 = 1 0 + 0 = 1 1 + 0 = 10
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In binary arithmetic, the numbers are represented in base 2. Here are the correct interpretations of the addition problems listed:
1. **1 + 1**: In binary, this indeed equals **10** (which is 2 in decimal).
2. **0 + 0**: This equals **0** (not 1).
3. **1 + 0**: This equals **1** (still the same in binary).
So the correct statements, based on your responses, are:
- **1 + 1 = 10** (correct)
- **0 + 0 = 1** (incorrect)
- **1 + 0 = 10** (incorrect; it should be 1)
Thus, the only correct problem from your list is **1 + 1 = 10**.
1. **1 + 1**: In binary, this indeed equals **10** (which is 2 in decimal).
2. **0 + 0**: This equals **0** (not 1).
3. **1 + 0**: This equals **1** (still the same in binary).
So the correct statements, based on your responses, are:
- **1 + 1 = 10** (correct)
- **0 + 0 = 1** (incorrect)
- **1 + 0 = 10** (incorrect; it should be 1)
Thus, the only correct problem from your list is **1 + 1 = 10**.
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