Write the phrase as a unit rate. 589.44 feet in 12 seconds
A) $\frac { 589.44 \text { feet } } { \text { second } }$
B) $\frac { 49.12 \text { seconds } } { \text { foot } }$
C) $\frac { \text { $49.12$ feet } } { \text { 12 seconds} }$
D) $\frac { \text { $49.12$ feet } } { \text { seconds} }$

E) $\frac { 589.44 \text { feet } } { 12 \text { seconds } }$

Question

Write the phrase as a unit rate. 589.44 feet in 12 seconds
A) $\frac { 589.44 \text { feet } } { \text { second } }$
B) $\frac { 49.12 \text { seconds } } { \text { foot } }$
C) $\frac {  \text { $49.12$ feet } } { \text { 12 seconds} }$
D) $\frac {  \text { $49.12$ feet } } { \text {  seconds} }$

E) $\frac { 589.44 \text { feet } } { 12 \text { seconds } }$

Quizplus · Accepted Answer

To find the unit rate, divide the total distance by the total time: $589.44 \text{ feet} \div 12 \text{ seconds} = 49.12 \text{ feet per second}$.

Write the Phrase as a Unit Rate 589.44 feet second \frac { 589.44 \text { feet } } { \text { second } } second 589.44 feet ​

Write the Phrase as a Unit Rate $\frac { 589.44 \text { feet } } { \text { second } }$