Exploring Station Sequence of Transformations

The video tutorial covers sequences of geometric transformations, including reflection, translation, and rotation, applied to various shapes such as squares, trapezoids, parallelograms, and quadrilaterals. Each section demonstrates a specific transformation sequence, providing rules and examples to guide learners through the process.

What is the first transformation applied to the square?

• Rotating 90 degrees clockwise

• Translating left by 4 units

• Reflecting over the line x=3

• Reflecting over the y-axis

After reflecting the square over the line x=3, what is the next transformation?

• Reflecting over the y-axis

• Rotating 180 degrees

• Translating up by 2 units

• Translating left by 4 units

What is the first transformation applied to the trapezoid?

• Reflecting over the x-axis

• Translating down by 2 units

• Rotating 90 degrees clockwise

• Translating right by 1 unit

After rotating the trapezoid 90 degrees clockwise, what is the next transformation?

• Translating down by 2 units

• Reflecting over the y-axis

• Translating up by 2 units

• Rotating 180 degrees

What is the first transformation applied to the parallelogram?

• Rotating 90 degrees counterclockwise

• Translating right by 1 unit and down by 1 unit

• Reflecting over the x-axis

• Translating left by 4 units

After translating the parallelogram, what is the next transformation?

• Rotating 180 degrees

• Reflecting over the y-axis

• Translating up by 2 units

• Rotating 90 degrees clockwise

What is the first transformation applied to the quadrilateral?

• Translating right by 1 unit

• Rotating 90 degrees counterclockwise

• Translating up by 2 units

• Reflecting over the y-axis

After reflecting the quadrilateral over the y-axis, what is the next transformation?

• Rotating 180 degrees

• Translating down by 2 units

• Translating up by 2 units

• Reflecting over the x-axis

What is the first transformation applied to the square in the last problem?

• Reflecting over the y-axis

• Translating left by 4 units

• Rotating 90 degrees counterclockwise

• Rotating 180 degrees

After rotating the square 90 degrees counterclockwise, what is the next transformation?

• Reflecting over the x-axis

• Translating up by 2 units

• Rotating 180 degrees

• Reflecting over the y-axis