Determine whether the proportion is true or false. $\frac { 3 \text { miles } } { 12 \text { hours } } = \frac { 6 \text { miles } } { 19 \text { hours } }$

Name: Determine whether the proportion is true or false. $\frac { 3 \text { miles } } { 12 \text { hours } } = \frac { 6 \text { miles } } { 19 \text { hours } }$
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The proportions are not equal because when both fractions are simplified, $\frac{3}{12}$ simplifies to $\frac{1}{4}$, while $\frac{6}{19}$ cannot be simplified to the same ratio.

Determine Whether the Proportion Is True or False 3 miles 12 hours =6 miles 19 hours \frac { 3 \text { miles } } { 12 \text { hours } } = \frac { 6 \text { miles } } { 19 \text { hours } }12 hours 3 miles ​=19 hours 6 miles ​

Determine Whether the Proportion Is True or False $\frac { 3 \text { miles } } { 12 \text { hours } } = \frac { 6 \text { miles } } { 19 \text { hours } }$