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# Reflect Points On A Coordinate Plane Problems

8 questions

### #1 of 8:Mild

Reflect points on a coordinate plane

<p>The point `N` is given on the coordinate plane. Point `O` is the reflection of Point `N` over the y-axis.</p><ul><li>Plot Point `O`.</li> <li>Find the coordinates of Point `O`.</li></ul><LineGraph data-props='{ "options": { "x_min": -10, "y_min": -10, "y_max": 10, "x_max": 10, "cell_size": 20, "x_interval": 1, "y_interval": 1, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": 7, "y": 8, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "N", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #2 of 8:Medium

Reflect points on a coordinate plane

<p>The point `Z` is given on the coordinate plane . Point `A` is the reflection of Point `Z` over the x-axis.</p><ul><li>Plot Point `A`.</li> <li>Find the coordinates of Point `A`.</li></ul><LineGraph data-props='{ "options": { "x_min": -10, "y_min": -10, "y_max": 10, "x_max": 10, "cell_size": 20, "x_interval": 1, "y_interval": 1, "x_skip_interval": 2, "y_skip_interval": 2, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -2, "y": 5, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "Z", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #3 of 8:Medium

Reflect points on a coordinate plane

<p>The point `N` is given on the coordinate plane. Point `O` is the reflection of Point `N` over the y-axis.</p><ul><li>Plot Point `O`.</li> <li>Find the coordinates of Point `O`.</li></ul><LineGraph data-props='{ "options": { "x_min": -10, "y_min": -10, "y_max": 10, "x_max": 10, "cell_size": 20, "x_interval": 1, "y_interval": 1, "x_skip_interval": 2, "y_skip_interval": 2, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -4, "y": -5, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "N", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #4 of 8:Medium

Reflect points on a coordinate plane

<p>The point `U` is given on the coordinate plane. Point `V` is the reflection of Point `U` over the y-axis.</p><ul><li>Plot Point `V`.</li><li>Find the coordinates of Point `V`.</li></ul><LineGraph data-props='{ "options": { "x_min": -10, "y_min": -10, "y_max": 10, "x_max": 10, "cell_size": 20, "x_interval": 1, "y_interval": 1, "x_skip_interval": 2, "y_skip_interval": 2, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -2, "y": 9, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "U", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #5 of 8:Medium

Reflect points on a coordinate plane

<p>The point `O` is given on the coordinate plane. Point `P` is the reflection of Point `O` over the y-axis.</p><ul><li>Plot Point `P`.</li> <li>Find the coordinates of Point `P`.</li></ul><LineGraph data-props='{ "options": { "x_min": -10, "y_min": -10, "y_max": 10, "x_max": 10, "cell_size": 20, "x_interval": 1, "y_interval": 1, "x_skip_interval": 2, "y_skip_interval": 2, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -4, "y": 3, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "O", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #6 of 8:Spicy

Reflect points on a coordinate plane

<p>The point `Z` is given on the coordinate plane. Point `A` is the reflection of Point `Z` over the y-axis.</p><ul><li>Plot Point `A`.</li> <li>Find the coordinates of Point `A`.</li></ul><LineGraph data-props='{ "options": { "x_min": -5, "y_min": -5, "y_max": 5, "x_max": 5, "cell_size": 20, "x_interval": 0.5, "y_interval": 0.5, "x_skip_interval": 1, "y_skip_interval": 1, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -0.5, "y": 4, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "Z", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #7 of 8:Spicy

Reflect points on a coordinate plane

<p>The point `B` is given on the coordinate plane. Point `C` is the reflection of Point `B` over the x-axis.</p><ul><li>Plot Point `C`.</li> <li>Find the coordinates of Point `C`.</li></ul><LineGraph data-props='{ "options": { "x_min": -5, "y_min": -5, "y_max": 5, "x_max": 5, "cell_size": 20, "x_interval": 0.5, "y_interval": 0.5, "x_skip_interval": 1, "y_skip_interval": 1, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -1, "y": 4.5, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "B", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

### #8 of 8:Spicy

Reflect points on a coordinate plane

<p>The point `T` is given on the coordinate plane. Point `U` is the reflection of Point `T` over the y-axis.</p><ul><li>Plot Point `U`.</li> <li>Find the coordinates of Point `U`.</li></ul><LineGraph data-props='{ "options": { "x_min": -5, "y_min": -5, "y_max": 5, "x_max": 5, "cell_size": 20, "x_interval": 0.5, "y_interval": 0.5, "x_skip_interval": 1, "y_skip_interval": 1, "x_axis_name": "x", "y_axis_name": "y" }, "points": [ { "id": 0, "x": -3.5, "y": -4, "show_point": true, "highlight_point": true, "show_coordinates": false, "x_coordinate_highlight": true, "y_coordinate_highlight": true, "show_x_intercept_point": false, "show_y_intercept_point": false, "show_x_intercept": false, "show_y_intercept": false, "label": "T", "highlight_point_color": "#377CF6" } ], "line_segments": []}'></LineGraph >

Reflecting points on a coordinate plane practice problem will help your students practice the concept better. A mirror image of a shape is known as a reflection. In geometry, we have four different types of basic transformations. These are reflection, rotation, translation, and resizing. It is also known as a flip. The Y-coordinates remain the same but the X-coordinate transforms into the opposite sign when a point is reflected across the X-axis. This is known as reflection over Y-axis. Similarly, we also have reflection over the X-axis.

You can also try Reflect Points On A Coordinate Plane Worksheet and Reflect Points On A Coordinate Plane Quiz as well for a better understanding of the concepts.

Reflecting points on a coordinate plane practice problem will help your students practice the concept better. A mirror image of a shape is known as a reflection. In geometry, we have four different types of basic transformations. These are reflection, rotation, translation, and resizing. It is also known as a flip. The Y-coordinates remain the same but the X-coordinate transforms into the opposite sign when a point is reflected across the X-axis. Thi...

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Coordinate Plane
6.NS.C.6.B

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### What teachers are saying about BytelearnWhat teachers are saying  Stephen Abate
19-year math teacher
Carmel, CA
Any math teacher that I know would love to have access to ByteLearn.  Jennifer Maschino
4-year math teacher
Summerville, SC
“I love that ByteLearn helps reduce a teacher’s workload and engages students through an interactive digital interface.”  Rodolpho Loureiro
Dean, math program manager, principal
Miami, FL
“ByteLearn provides instant, customized feedback for students—a game-changer to the educational landscape.”