Respuesta :
The resulting right triangle would have a hypothenuse with a length of; 13 inches.
According to the question;
- We are required to length of the resulting right triangle when the midpoint of all three sides of this triangle were connected.
The two legs given have lengths; 10 and 24 inches.
When the midpoints are connected, the new right triangle would then have legs; 5 and 12 inches.
Therefore, from Pythagoras theorem;
Hypothenuse length,
- l = √(12² + 5²)
- l = √169
l = 13 inches.
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