Mrs. Lehmann introduces a lesson on symmetry in the coordinate plane, focusing on plotting points and reflecting them across the x and y axes. She provides exercises and tips for students to practice these skills, emphasizing the importance of visualizing reflections and understanding coordinate changes.

What is the main focus of Lesson 16 in the coordinate plane?

• Identifying parallel lines

• Understanding symmetry and reflections

• Calculating area of shapes

• Solving algebraic equations

When reflecting a point across the y-axis, which coordinate changes?

• The x-coordinate

• The y-coordinate

• Neither coordinate

• Both coordinates

If a point is reflected over the x-axis, what happens to its y-coordinate?

• It becomes zero

• It remains the same

• It changes to its opposite

• It doubles

What should you do if a reflection problem does not provide a coordinate plane?

• Use a calculator

• Estimate the answer

• Skip the problem

• Draw your own coordinate plane

What is the result of reflecting a point across both the x-axis and y-axis?

• The coordinates switch places

• The point moves to a new quadrant

• The coordinates become zero

• The point remains unchanged

How do you determine which axis a point is reflected over?

• By checking which coordinate changes

• By measuring the distance from the origin

• By calculating the midpoint

• By using a protractor

What is a key indicator that a point has been reflected twice?

• The point is at the origin

• Both coordinates are opposites

• Both coordinates are the same

• The point is in the first quadrant

What advice is given for visualizing reflections?

• Plot points roughly to see the pattern

• Estimate the position

• Draw a detailed coordinate plane

• Use a mirror

What happens to the coordinates of a point when it is reflected over the y-axis first and then the x-axis?

• They become zero

• They double

• They switch to their opposites

• They remain unchanged

What is the primary focus when dealing with reflections in sixth grade?

• Learning about different types of symmetry

• Calculating angles

• Understanding complex shapes

• Reflecting over the x and y axes