Solved A Directions Name The Shortest Side And The Longest Side Of The Following Triangles

By switzerlandersing On Sep 15, 2025

SOLVED: 'A. Directions: Name The Shortest Side And The Longest Side Of The Following Triangles ...

SOLVED: 'A. Directions: Name The Shortest Side And The Longest Side Of The Following Triangles ... The largest angle is ∠ a \angle a ∠a, so the longest side is at. the smallest angle is ∠ p \angle p ∠p, so the shortest side is ap. To summarize, remember that the longest side correlates with the largest angle (hypotenuse in a right triangle) while the shortest side correlates with the smallest angle. understanding these relationships helps to determine the lengths of the sides accurately.

Solved: IV. Directions: Name The Shortest Side And The Longest Side Of The Following :riangles ...

Solved: IV. Directions: Name The Shortest Side And The Longest Side Of The Following :riangles ... Triangle abc: angle c (61°) is the smallest angle, so the side opposite it (ac) is the shortest. angle b (55°) is the second smallest, and angle a (64°) is the largest, making ab the longest side. Explanation: the longest srele will be the side opposite to largest angle. the shortest side will be the side opposite to smallest angle. A 35° 115° 30° t p shortest side: longest side: shortest to longest side: l 2. 52° 38° v u shortest side: longest side: shortest to longest side: this problem has been solved. Solution for learning task 1. direction: name the shortest side and the longest side of the following triangles. 559 640 35 61 1150 30" 380 r triangle longest side shortest side atry al.

Solved: IV. Directions: Name The Shortest Side And The Longest Side Of The Following :riangles ...

Solved: IV. Directions: Name The Shortest Side And The Longest Side Of The Following :riangles ... A 35° 115° 30° t p shortest side: longest side: shortest to longest side: l 2. 52° 38° v u shortest side: longest side: shortest to longest side: this problem has been solved. Solution for learning task 1. direction: name the shortest side and the longest side of the following triangles. 559 640 35 61 1150 30" 380 r triangle longest side shortest side atry al. Directions: name the shortest side and the longest side of the following triangles. then, arrange all the sides in ascending order. 1.2. u shortest side: shortest side: longest side: longest side: shortest to longest side: shortest to longest side: 162. Solution in any triangle, the longest side is opposite the largest angle and the shortest side is opposite the smallest angle. 1 apply the theorem that states that in any triangle, the side opposite to the largest angle is the longest side, and the side opposite to the smallest angle is the shortest side. Option b: lm and mn where lm is the longest side and mn is the shortest side. to summarize, lm (and ln) are the longest sides because they are opposite the largest angles (70°), whereas mn is the shortest side because it is opposite the smallest angle (40°).

Solved: Identifying Shortest And Longest Side For Each Triangle. 7 6. Longest Side=- Longestside ...

Solved: Identifying Shortest And Longest Side For Each Triangle. 7 6. Longest Side=- Longestside ... Directions: name the shortest side and the longest side of the following triangles. then, arrange all the sides in ascending order. 1.2. u shortest side: shortest side: longest side: longest side: shortest to longest side: shortest to longest side: 162. Solution in any triangle, the longest side is opposite the largest angle and the shortest side is opposite the smallest angle. 1 apply the theorem that states that in any triangle, the side opposite to the largest angle is the longest side, and the side opposite to the smallest angle is the shortest side. Option b: lm and mn where lm is the longest side and mn is the shortest side. to summarize, lm (and ln) are the longest sides because they are opposite the largest angles (70°), whereas mn is the shortest side because it is opposite the smallest angle (40°).

Name Directions: A. Name The Shortest Side And The Long... - Math

Name Directions: A. Name The Shortest Side And The Long... - Math 1 apply the theorem that states that in any triangle, the side opposite to the largest angle is the longest side, and the side opposite to the smallest angle is the shortest side. Option b: lm and mn where lm is the longest side and mn is the shortest side. to summarize, lm (and ln) are the longest sides because they are opposite the largest angles (70°), whereas mn is the shortest side because it is opposite the smallest angle (40°).