Question

describe the transformation that takes triangle b to triangle c.

transformation 1: translate 3 units down

transformation 2: reflect over line

Explanation:

Step1: Analyze the transformation from B to C

We observe the position of triangle B and triangle C. First, we note the vertical movement.

Step2: Check for reflection

After translation (3 units down as given in transformation 1), we check the symmetry. We see that triangle C is a mirror - image of the translated triangle B with respect to line \(n\).

Answer:

Transformation 1: Translate 3 units down. Transformation 2: Reflect over line \(n\).