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U9L2 Reflections Notes: Exploring Vertical and Horizontal Lines

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U9L2 Reflections Notes: Exploring Vertical and Horizontal Lines
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Bianca Stratford

@biancastratford

·

498 Followers

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  • Reflection in Vertical and Horizontal Lines: Involves flipping points over the x-axis and y-axis.
  • Identifying the Line of Reflection: Finding the midpoint of corresponding points can help find the line of reflection.
  • Rules and Examples: Reflecting over the x-axis, y-axis, and other vertical and horizontal lines using specific rules.
  • More Examples: Reflecting shapes in diagonal lines to show different examples.
  • U9l2 Reflections Notes PDF and U9l2 Reflections Notes Math: Understanding and practicing the rules and examples.

2/4/2023

146

<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other
<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other

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<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other

View

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Subjects

/

Geometry

/

Tranformations & translations

/

Symmetry

U9L2 Reflections Notes: Exploring Vertical and Horizontal Lines

user profile picture

Bianca Stratford

@biancastratford

·

498 Followers

Follow

  • Reflection in Vertical and Horizontal Lines: Involves flipping points over the x-axis and y-axis.
  • Identifying the Line of Reflection: Finding the midpoint of corresponding points can help find the line of reflection.
  • Rules and Examples: Reflecting over the x-axis, y-axis, and other vertical and horizontal lines using specific rules.
  • More Examples: Reflecting shapes in diagonal lines to show different examples.
  • U9l2 Reflections Notes PDF and U9l2 Reflections Notes Math: Understanding and practicing the rules and examples.

2/4/2023

146

 

Geometry

8

<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other
<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other
<h2 id="rules">Rules</h2> <p>When reflecting a point over the x-axis, the new coordinates of the point (x₁,y) become (x₁,-y). On the other

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I love this app so much [...] I recommend Knowunity to everyone!!! I went from a C to an A with it :D

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