Reflection and Translation of a Triangle

The video tutorial covers transformations, focusing on reflecting and translating triangles on a graph. Part A involves reflecting triangle S over the line y = X and labeling it as triangle R. The process includes drawing the line, reflecting vertices, and ensuring correct labeling. Part B requires translating triangle S using a vector (-4, -6) to form triangle T, maintaining orientation and labeling. The tutorial emphasizes accuracy in vertex placement and labeling, highlighting common errors in reflection and translation tasks.

What is the first step to reflect triangle S in the line y = X?

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How do you label the new triangle after reflection?

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Describe the process of drawing the line y = X.

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What is the significance of the vertices when reflecting a shape?

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Explain how to translate triangle S using the vector (-4, -6).

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What should you ensure when labeling the new triangle after translation?

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What common error do students make when reflecting shapes across a line?

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