Convert from binary form to the indicated base.
-$10100100010 _ { \text {two } }$ to base eight
A) $2222_ \text { eight }$
B) $1111_ \text { eight }$
C)$2442_ \text { eight }$
D) $8888_ \text { eight }$

Question

Quizplus · Accepted Answer

To convert from binary (base 2) to octal (base 8), group the binary digits into sets of three, starting from the right. If necessary, add leading zeros to make the last group a set of three. For $10100100010_{\text{two}}$, we group as $010$, $100$, $010$, $001$. Converting each group to its octal equivalent gives $2$, $4$, $2$, $1$, respectively, resulting in $2442_{\text{eight}}$.

Convert from Binary Form to the Indicated Base 10100100010two 10100100010 _ { \text {two } }10100100010two ​

Convert from Binary Form to the Indicated Base $10100100010 _ { \text {two } }$