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Question
problem 17
in △dfg, fg < dg and df > dg. which is the smallest angle of △dfg?
Step1: Analyze the side - length relationships
Given \(FG\lt DG\) and \(DF\gt DG\), we can order the sides as \(FG\lt DG\lt DF\).
Step2: Use the triangle side - angle relationship
In a triangle, the smaller side is opposite the smaller angle. The side opposite \(\angle D\) is \(FG\), the side opposite \(\angle F\) is \(DG\), and the side opposite \(\angle G\) is \(DF\).
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\(\angle D\)