Drag each tile to the correct box.
Triangle ABC is shown.

A Triangle ABC of base AC, angle B is 82° and angle C is 38°
Order the sides of the triangle from shortest to longest.

Based on the angles given in triangle ABC (angle B = 82° and angle C = 38°), and assuming the side opposite angle B (BC) is shorter than the side opposite angle C (AB):

1. Side opposite angle C (AB) is shorter than side opposite angle B (BC).

Therefore, the sides of triangle ABC ordered from shortest to longest are:

- AB (opposite angle C)

- BC (opposite angle B)

Without additional side lengths or the length of the base AC, we can only determine the relative ordering of AB and BC based on the angles provided.

Drag each tile to the correct box. Triangle ABC is shown. A Triangle ABC of base AC, angle B is 82° and angle C is 38° Order the sides of the triangle from shortest to longest.

Answer :

Other Questions

Drag each tile to the correct box.
Triangle ABC is shown.

A Triangle ABC of base AC, angle B is 82° and angle C is 38°
Order the sides of the triangle from shortest to longest.