Question

list the angles of the triangle in order from smallest to largest.
δdef, where fd = 7, ed = 8, and ef = 3
choose the correct order of the angles from smallest to largest.
a. ∠d, ∠e, ∠f
b. ∠d, ∠f, ∠e
c. ∠f, ∠e, ∠d
d. ∠e, ∠d, ∠f
e. ∠e, ∠f, ∠d
f. ∠f, ∠d, ∠e

Explanation:

Step1: Recall the triangle side - angle relationship

In a triangle, the larger the side length, the larger the angle opposite it.

Step2: Compare the side lengths

Given \(FD = 7\), \(ED=8\), and \(EF = 3\). So, \(EF

Step3: Determine the angles opposite the sides

\(\angle D\) is opposite \(EF\), \(\angle E\) is opposite \(FD\), and \(\angle F\) is opposite \(ED\).
Since \(EF

Answer:

A. \(\angle D,\angle E,\angle F\)