triangle CDE sim triangle PQR; CD = 9nEC = 15m; PQ = 15m What is the length of overline RP^ prime ? (1 point) 06m 30 m 25 m
To find the length of RP', we need to set up a proportion based on the similarity of the triangles.
Since triangle CDE is similar to triangle PQR, we know that the corresponding sides are proportional. Therefore, we can set up the following proportion:
CD/PQ = EC/RP'
Substitute the given values:
9m/15m = 15m/RP'
Solve for RP':
9/15 = 15/RP'
0.6 = 15/RP'
RP' = 15/0.6
RP' = 25m
Therefore, the length of overline RP' is 25 meters.