Triangle A B C extended to both sides from corners A and B. D is a point closer to point A on the extended line. Angle C is located on the top. The measure of angle C is 80Âº, the measure of âˆ CBA is 20Âº. What is mâˆ CAD? a) 20Âº b) 80Âº c) 100Âº d)110Âº

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Respuesta :

lisboa lisboa · Answer 1 · 2020-01-08T04:40:14+01:00

Answer:

[tex]m<CAD=100[/tex]

Step-by-step explanation:

Triangle A B C extended to both sides from corners A and B. D is a point closer to point A . Angle C is located on the top of the triangle.

The diagram is attached below

In a triangle , external angle = sum of two opposite interior angles

so [tex]m<CAD=m<C +m<CBA[/tex]

[tex]m<CAD= 80 + 20=100[/tex]

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