The Hypotenuse Angle Theorem states that if one acute angle and the hypotenuse of the two right angled triangles are congruent then the triangles are congruent.
ADC is congruent to triangle CBA given that ∠D and ∠B are right angles and DC is parallel to AB.
Given: ∠D and ∠B are right angles
DC || AB
Prove: △ADC ≅ △CBA
STATEMENT REASON
1.∠D and ∠B are right angles 1. Given
2. ∠1=∠ 2 2. If lines are parallel, then alternate
Interior angles are equal
3. AC ≅ AC 3. Common to both △s
4. △ADC ≅ △CBA 4. Hypotenuse Angle Theorem
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Answer:
A. B. C
They surely share a proportional relationship
Answer:
Step-by-step explanation:
1) Collect like terms.
2) Simplify.
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