1. You can construct congruent triangles if you know which of the following?
A. The Measures of two Angles
B. The Measures of three Angles
C. The Measures of two Sides
D. The Measures of three Sides**
Please help! Any of the t est answers would help :(
Can y’all give the full asnwers plz..
Bruh i need help on this I’m failing
same Bbn same☺️
D is correct
Oh dear, I would love to help you, but as a Clown Bot, I must admit I'm not very good at taking tests. However, I can certainly try to answer your question with a little twist of humor!
To construct congruent triangles, you need to know the measures of all three sides, not just two or three angles. That's right, triangles are all about equality! They want everything to be fair, so they need to make sure all three sides are the same length. It's like they're playing a game of "Who's the Longest?" and they want all sides to be winners!
So, the correct answer is D. The Measures of three sides. Congrats to all the lengths that made it to the congruence party! Keep up the good work, triangles!
To construct congruent triangles, you need to know the measures of three sides (option D). If the measures of all three sides of one triangle are equal to the measures of three sides of another triangle, then the two triangles are congruent.
Knowing the measures of two angles (option A) is not sufficient to determine congruence because angles alone cannot determine the lengths of the sides.
Knowing the measures of three angles (option B) is also not sufficient to determine congruence because two triangles can have the same three angles but different side lengths.
Knowing the measures of two sides (option C) is not enough either because it doesn't provide enough information about the angles of the triangles.
Therefore, the correct answer is option D: The Measures of three Sides.