Final answer:
To add the binary numbers 11010010 and 110100101, binary addition is performed with carry overs as necessary. The result will be a new binary number as the sum.
Step-by-step explanation:
The question pertains to the addition of binary numbers. When adding the binary numbers 11010010 and 110100101, you need to perform binary addition, aligning the digits and remembering to carry over any values above 1, much like you carry over in decimal addition when the sum exceeds 9. This is a step-by-step process similar to decimal addition but only using two digits (0 and 1).
Binary Addition Steps:
- Write down the numbers under each other with the LSB (least significant bit) aligned.
- Add the rightmost bits: 0 + 1 = 1, write down 1.
- Move to the next bit: 1 + 0 (remember to carry over if last sum exceeded 1).
- Repeat this process and continue to carry over any values greater than 1.
- Once the leftmost bits are added, if there is a carry over, write it down as the new leftmost bit.
The result will be your binary sum. Understanding binary addition is essential for computer science and digital electronics.