In a triangle, the length of the sides is directly proportional to the measure of the angles opposite to them. This means that the side opposite the smallest angle is the shortest.

In triangle FGH, the smallest angle is F with a measure of 50 degrees. Therefore, the shortest side of the triangle is the one opposite angle F, which is GH.

So, the answer is A. GH.

Question

In a triangle, the length of the sides is directly proportional to the measure of the angles opposite to them. This means that the side opposite the smallest angle is the shortest.

In triangle FGH, the smallest angle is F with a measure of 50 degrees. Therefore, the shortest side of the triangle is the one opposite angle F, which is GH.

So, the answer is A. GH.

Knowee AI · Accepted Answer

In a triangle, the length of the sides is directly proportional to the measure of the angles opposite to them. This means that the side opposite the smallest angle is the shortest.

In triangle FGH, the smallest angle is F with a measure of 50 degrees. Therefore, the shortest side of the triangle is the one opposite angle F, which is GH.

So, the answer is A. GH.

In ΔΔFGH, mF = 50, mG = 60, and mH = 70. Which side of ΔΔFGH is the shortest?A.GHB.FGC.FHD.Cannot be determined

Question

Solution 1

Solution 2

Similar Questions

Upgrade your grade with Knowee