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1) Triange RED has vertices at (2, -2), (4,0), and the origin, respectively. Use rules of transformations to answer each of the items below. Be sure to answer in complete sentences, and when necessary, include your calculations. Model a scenario in which △RED is mapped onto its similar image △RED by an angle of rotation. In the model, describe the rotation as clockwise or counterclockwise, and include the angle of rotation. Use the model created in question # 1 to name the coordinates of △RED. Include the mathematical steps taken in the transformation mapping △RED onto △RED. In two or more complete sentences, explain how undergoing an isometric transformation, such as an angular rotation, proves that △RED is similar to △RED.

2) Use rules of transformations to answer each of the items below. Be sure to answer in complete sentences, and when necessary, include your calculations.

Create your own set of coordinates for △BLU and graph it on a coordinate plane.

Label each of the triangles vertices.

Write a scenario involving the dilation of △BLU onto its image. In the scenario, include the scale factor between the similar triangles and the coordinates for the image. Graph the image on the same coordinate plane as its pre-image.

Use the distance formula or Pythagorean Theorem to prove mathematically that △BLU is similar to its image. Include all necessary calculations.

WHOEVER FINISHES FIRST GETS AN ADDITIONAL 45 POINTS GOOD LUCK AND PLEASE HURRY DUE TODAY!!!!!!!!!!!!!!!

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