Webb24 sep. 2024 · Topic: Polygons. In this GeoGebra lab, you are going to change the location of the polygons by using a geometric technique called reflection. 1. Record the coordinates of the vertices of each of the three polygons. 2. Select the REFLECT OBJECT ABOUT LINE tool. First click on the blue quadrilateral and then click anywhere on the purple line ... Webb14 apr. 2024 · Marjorie Taylor Greene defends alleged Pentagon leaker Jack Teixeira. China willing to work with Germany on peace in Ukraine. 08:00, Sravasti Dasgupta. China has said that it is willing to work ...
Answered: Reflect the figure over the line y = 1.… bartleby
WebbPentagon Examples in Real-life. Football: A football is made up of several black and white patches of this five-sided shape. Okra: The next time you eat okra, look at the interior cross-section closely as it has a pentagonal shape. Pentagon building: The U.S. Dept. of Defense headquarters in Washington, DC, is a pentagonal-shaped building named ... WebbA. a reflection across the y-axis, followed by a reflection across the x-axis B. a counterclockwise rotation of 180° about the origin, followed by a reflection across the line y = 1 C. a reflection across the y-axis, followed by a clockwise rotation of 90° about the origin D. a clockwise rotation of 90° about the origin, followed by a … small palm tree types
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Webbför 23 timmar sedan · Those are just a few of the eye-catching details about Europe’s participation in the war buried in a 53-page dossier POLITICO reviewed from a leak of unverified U.S. military intelligence documents. The disclosure has generated a tempest of head-spinning revelations that has the U.S. playing clean-up with allies. WebbGiven three angles are 80°, 70° and 100°. Sum of three angles = 80° + 70° + 100° = 250°. We know that the sum of all the five angles of a pentagon is 540°. Sum of the other two angles = 540° – 250° = 290°. Now, 145° + 145° = 290°. 120° + 180° = 300°. Hence, the other two angles of a pentagon are 145° and 145°. WebbReflecting Polygons Over the Axes Author: Ben Dougherty Topic: Geometry, Polygons, Geometric Transformations Use the check boxes to see what happens when you reflect … small palm tree png