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Line r is parallel to line c.

Parallel lines r and c are crossed by lines x and y to form 2 triangles. At parallel line r, the angle formed by x is 5 and the angle formed by y is 4. At parallel line c, the angle formed by x is 3 and the angle formed by y is 2. Angles 1 and 6 are at the intersection of lines x and y.

Which angle is congruent to Angle 3?

Respuesta :

Meherpuya

Answer:

The given information suggests that lines x and y intersect parallel lines r and c, forming two triangles. Let's denote the angles as follows:

- Angle formed by x at parallel line r: Angle 5

- Angle formed by y at parallel line r: Angle 4

- Angle formed by x at parallel line c: Angle 3

- Angle formed by y at parallel line c: Angle 2

- Angle at the intersection of lines x and y: Angle 1 (also Angle 6)

Since lines r and c are parallel, the angles formed by the transversal lines x and y are corresponding angles. Therefore, Angle 3 is congruent to Angle 5.

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