Question

binary addition of 1001101+1000101101

Answer 1

Answer:

01001111010

Explanation:

        1001101

+ 1000101101

= 01001111010

Hope you like it.

Answer 2

Answer:

Explanation:

Definition of binary addition:

The sum of two or more binary numbers is known as binary addition. Addition in binary is quite similar to addition in decimal, and is even somewhat simpler. In the decimal addition, we carry the digit in the tens place to the next column to the left if the total of two integers produces two digits.

Binary addition calculator:

The main difference is that just 0s and 1s can be utilized in binary addition calculations, rather than the entire range of 0–9. Due to the fact that we simply need to keep in mind the following, binary addition is actually much simpler than decimal addition.

$0 + 0 = 0$

$0 + 1 = 1$

$1 + 0 = 1$

$1 + 1 = 10$

Binary addition of 1001101+1000101101:

1. We initially take into account the "ones" column and perform the addition of $1 + 1$, which (in binary) equals $10$. The $0$ is "left in" the "ones" column, and the $1$ is "carried" to the "tens" column.
2. The "tens" column follows, and we now calculate $1 + (0 + 0)$, which results in $1$. We leave the one in the "tens" column and nothing "carries" to the "hundreds" column.
3. The "hundreds" column is next, and we add $1 + 1$ to get $10$. The $0$ remains in the "hundreds" column while we "carry" the $1$ to the "thousands" column.
4. It should be noted that the "carried" initial $1$ from the "thousands" column appears as $1 + (1 + 1)$ in the "tens" column. Remember that binary is

                                                     $1001101$

                                             $+ 1000101101$

                                           $= 01001111010$

Hence the binary addition of  $1001101+1000101101$  is  01001111010

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