In triangle ABC m<A=4x, m<B=3x+1, m<C=7x+11. List the sides of triangle ABC in order from shortest to longest
A. AB;BC;AC
B. AC;BC;AB
C. BC;AB;AC
D. AC;AB;BC
To determine the lengths of the sides of triangle ABC, we need to know the relationship between the angle measures and side lengths in a triangle. Since we only have the angle measures given, we cannot determine the exact lengths of the sides.
Therefore, the correct answer would be:
E. Insufficient information to determine the order of the sides from shortest to longest.
all sides are equal
If all sides of triangle ABC are equal, it would be an equilateral triangle.
The side lengths would be denoted as AB = BC = AC.
Since all sides are equal, the order from shortest to longest would be: AB, BC, AC.
Therefore, the correct answer would be: A. AB; BC; AC.