Martinez Adkins
04/11/2024 · Senior High School
Identify the hypothesis and conclusion of the conditional. A triangle with congruent angles and sides is an equilateral triangle. H: A triangle has congruent angles and congruent sides. C: The triangle is an equilateral triangle. H: A triangle has different angles and different sides. C: The triangle is a right triangle. H: A triangle has one right angle and congruent sides. C: The triangle is an equilateral triangle. H: A triangle has congruent angles and congruent sides C: The triangle is a right triangle.
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The correct hypothesis and conclusion for the conditional statement "A triangle with congruent angles and sides is an equilateral triangle" are:
H: A triangle has congruent angles and congruent sides.
C: The triangle is an equilateral triangle.
This is because the hypothesis states the condition that needs to be met (a triangle with congruent angles and sides), and the conclusion states what will be true if that condition is met (the triangle is an equilateral triangle).
Quick Answer
H: A triangle has congruent angles and congruent sides.
C: The triangle is an equilateral triangle.
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