Answered

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 :

anishamagrati82

Step-by-step explanation:

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.