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If ABC = ADC, which is NOT true by CPCTC ?
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If ABC = ADC, which is NOT true by CPCTC ?

If ABC = ADC, which is NOT true by CPCTC ?-example-1
User Skwidbreth
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2 Answers

2 votes

Answer:

BE is congruent to DE

Explanation:

User Clav
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We cannot use CPCTC to show that BE is congruent to DE.

CPCTC refers to the angles and sides of two congruent triangles being congruent to their corresponding pieces. The height of a triangle is not one of the given sides that counts in this.
User Ingo Karkat
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6.3k points
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