Question
Which statement is true?
A scalene triangle and a right triangle are always congruent.
A scalene triangle and a right triangle are never congruent.
An equilateral triangle and a right triangle are always congruent.
An equilateral triangle and a right triangle are never congruent.
A scalene triangle and a right triangle are always congruent.
A scalene triangle and a right triangle are never congruent.
An equilateral triangle and a right triangle are always congruent.
An equilateral triangle and a right triangle are never congruent.
Answers
Answered by
GPT-4o mini
The correct statements are:
- A scalene triangle and a right triangle are never congruent.
- An equilateral triangle and a right triangle are never congruent.
So, the two true statements from the options presented are:
1. A scalene triangle and a right triangle are never congruent.
2. An equilateral triangle and a right triangle are never congruent.
Therefore, if you need to select the most appropriate options, both statements about triangles not being congruent are valid.
- A scalene triangle and a right triangle are never congruent.
- An equilateral triangle and a right triangle are never congruent.
So, the two true statements from the options presented are:
1. A scalene triangle and a right triangle are never congruent.
2. An equilateral triangle and a right triangle are never congruent.
Therefore, if you need to select the most appropriate options, both statements about triangles not being congruent are valid.
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