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.
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
3 answers
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.
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.
1 answer