Question

find the largest angle of acde. assume that p is a p

Explanation:

Step1: Recall the triangle side - angle relationship

In a triangle, the larger side is opposite the larger angle.

Step2: Identify the sides of \(\triangle CDE\)

The sides of \(\triangle CDE\) are \(CD = 60\), \(CE=140\), and \(DE\).

Step3: Compare the side lengths

Since \(DE>CE>CD\) (assuming the side - length relationship from the triangle structure, as in a triangle, the sum of two sides \(CD + CE>DE\) and by the visual and side - length proportion in a non - degenerate triangle, the side opposite the largest angle is the longest side). The largest angle is opposite the longest side.

Answer:

The largest angle is \(\angle C\) (opposite side \(DE\))