To find \( 110111_2 + 10100_2 \):
Convert to decimal: \(110111_2 = 55_{10}, \quad 10100_2 = 20_{10}\)
Add: \(55 + 20 = 75\)
Convert back to binary: \(75_{10} = 1001011_2\)
Final result: \(110111_2 + 10100_2 = 1001011_2\)
OR
\(\begin{array}{r}
110111_2 \\
+ 010100_2 \\
\hline
1001011_2
\end{array}\)
\(\therefore \; 110111_2 + 10100_2 = 1001011_2\)
There is an explanation video available below.
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