Question 16.6: Convert decimal 23 into its binary equivalent number....
Convert decimal 23 into its binary equivalent number.
Step-by-Step
\begin{array}{llrr}&&&Reminder\\ \text { Divide } & 23 \text { by } 2 & 2 \frac{\underline{|23}}{11} & 1 \\ \text { Divide } & 11 \text { by } 2 & 2 \frac{\underline{|11}}{5} & 1 \\ \text { Divide } & 5 \text { by } 2 & 2 \frac{\underline{|5}}{2} & 1 \\ \text { Divide } & 2 \text { by } 2 & 2 \frac{\underline{|2}}{1} & 0 \\ \text { Divide } & 1 \text { by } 2 & 2 \frac{\underline{|1}}{0} & 1 \end{array}
Now we will arrange the remainders in the reverse order, i.e., from bottom upwards. The binary equivalent number is 10111
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