Convert from binary form to the indicated base.
-$10010101 _ { \text {two } }$ to base sixteen
A) $22 _ { \text {sixteen } }$
B) $95 _ { \text {sixteen } }$
C) $1616 _ { \text {sixteen } }$
D) $44 _ { \text {sixteen } }$

Question

Convert from binary form to the indicated base.
-$10010101 _ { \text {two } }$ to base sixteen
A)  $22 _ { \text {sixteen } }$
B)  $95 _ { \text {sixteen } }$
C)  $1616 _ { \text {sixteen } }$
D) $44 _ { \text {sixteen } }$

Quizplus · Accepted Answer

To convert from binary to hexadecimal, group the binary digits into sets of four from right to left: $1001|0101$. Then, convert each group into its hexadecimal equivalent: $1001$ is $9$ and $0101$ is $5$, making the hexadecimal representation $95_{\text{sixteen}}$.

Convert from Binary Form to the Indicated Base 10010101two 10010101 _ { \text {two } }10010101two ​

Convert from Binary Form to the Indicated Base $10010101 _ { \text {two } }$