Geometry Reflections
Figure 1
Reflection 1 Instructions
Instruction:
1. Use the arrow in the menu bar to move the shape around.
2. Use the diagram to answer the questions.
3. Answer the questions in complete sentences in your notebook.
Reflection 1 Questions
1. What is the line of symmetry (line of reflection) in Figure 1?
2. What is the equation for the line of symmetry?
3. Copy the two tables into your notebook.
1) Use Figure 1 to fill in the x and y values of each coordinate point on the graph
4. Use your table to explain in words what happens in this type of reflection
5. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
1) Use Figure 1 to fill in the x and y values of each coordinate point on the graph
4. Use your table to explain in words what happens in this type of reflection
5. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
Figure 2
Reflection 2 Instructions
Instruction:
1. Use the arrow in the menu bar to move the shape around.
2. Use the diagram to answer the questions.
3. Answer the questions in complete sentences in your notebook
Reflection 2 Questions
1. What is the line of symmetry (line of reflection) in Figure 2?
2. What is the equation for the line of symmetry?
3. Copy the two tables into your notebook.
1) Use Figure 2 to fill in the x and y values of each coordinate point on the graph
4. Use your table to explain in words what happens in this type of reflection
5. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
1) Use Figure 2 to fill in the x and y values of each coordinate point on the graph
4. Use your table to explain in words what happens in this type of reflection
5. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
Reflection 3 Instructions
Instruction:
1. Use the arrow in the menu bar to move the shape around.
2. Use the diagram to answer the questions.
3. Answer the questions in complete sentences in your notebook
Reflection 3 Questions
1. What is the equation for the line of symmetry? (The line of symmetry is the black line in Figure 3)
2. Copy the two tables into your notebook.
1) Use Figure 3 to fill in the x and y values of each coordinate point on the graph
3. Use your table to explain in words what happens in this type of reflection
4. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
1) Use Figure 3 to fill in the x and y values of each coordinate point on the graph
3. Use your table to explain in words what happens in this type of reflection
4. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
Figure 4
Reflection 4 Instructions
Instruction:
1. Use the arrow in the menu bar to move the shape around.
2. Use the diagram to answer the questions.
3. Answer the questions in complete sentences in your notebook
Reflection 4 Questions
1. What is the equation for the line of symmetry? (The line of symmetry is the black line in Figure 4)
2. Copy the two tables into your notebook.
1) Use Figure 4 to fill in the x and y values of each coordinate point on the graph
3. Use your table to explain in words what happens in this type of reflection
4. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )
1) Use Figure 4 to fill in the x and y values of each coordinate point on the graph
3. Use your table to explain in words what happens in this type of reflection
4. Write your translation rule as a Mathematical Expression T(x,y) ( ?, ? )