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Practice translations, vectors, and transformations with exercises on graphs. Learn how to find values and write rules for translations in mathematics.
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Warm Up Maintaining Mathematical Proficiency: Find the value of ¡. Hint: Auxilary Line 4.1 Translations
Rigid Motions aka Transformations – A translation, reflection, rotation, dilation, or any combination of these that changes the position or size of a figure. Translation - Moves every point of a figure the same distance in the same direction. 1) Complete the warmup exercises on graph number 1. 4.1 Translations
4.1 Translations Preimage A – The figure before the transformation. Image A' - The figure after the transformation. 2) A) B)
4.1 TranslationsLearning Check Preimage A – The figure before the transformation. Image A' - The figure after the transformation. 3) A) B) B'(-9, 9) D(12, -7)
Vector – a quantity that has both a magnitude and a direction. On the Cartestian Plane it is represented by an arrow drawn from one point to another. 4) Name the vector and write its component form. 4.1 Translations
Vector – a quantity that has both a magnitude and a direction. On the Cartestian Plane it is represented by an arrow drawn from one point to another. • 5) In the diagram name the vector and write its component form. 4.1 Translations
6) Learning Check: In the diagram name the vector and write its component form. 4.1 Translations
7) Translations Using a Vector: 4.1 Translations
8) Learning Check: 4.1 Translations
9) Writing Rules for Translations: 4.1 Translations
10) Learning Check: 4.1 Translations
11) Composition of Transformations - The combination of 2 or more transformations. Describe the composition of transformations. 4.1 Translations
12) Mathematical Connections: A translation maps the blue figure to the red figure. Find the Value of each variable. 4.1 Translations
Learning Check: A translation maps the blue figure to the red figure. Find the Value of each variable. 4.1 Translations