Question: I need help with Task 2 Part B @ Unit Activity: Connecting Algebra an X B2 Area of a Polygon - GeoGebra Dy X +

I need help with Task 2 Part B

I need help with Task 2 Part B @ Unit Activity:I need help with Task 2 Part B @ Unit Activity:
@ Unit Activity: Connecting Algebra an X B2 Area of a Polygon - GeoGebra Dy X + 0 X - C D @ Not secure | contentstore.ple.platoweb.com/content/GeoGebra.v5.0/B2_Area_of_a_... Apps ORA=M G Google / MSN.com Electronic Componente Calculator: Add.. Octopart 1) iSolved HCM "> Other bookmarks B2 Area of a Polygon A ABC a=2 DC Q = 6 m F D G 75 4 73 72 71 3 8 9 10 11 12 Input. .. ? Created with GeoGebra8 Unit Activity: Connecting Algebra a' X + (- 9 C' 0 i f1.app.edmentum.com/courseware-delivery/ua/49036788/848597511/aHROcHM6Ly... 11'" (9 n j if @ ::: Apps G Google MSN.com Electronic Componen... :3. Date Calculator: Add... a Octopan Ill iSoived HCM ' Other bookmarks Graded Activity Unit Activity: Connecting Algebra and G o o 6 of 3 Characters used: 0/ 15000 Status: NOT SUBMITTED Submit For Submit For Part B Review Score Think back to Task 1 of these Lesson Activities. Finding the area of a polygon using only coordinates can be tedious. Fortunately, you do have access to additional tools that help you nd the area of a polygon while following the same basic methods. This is especially helpful when polygons are irregular or have many sides. Clinclude selected files Comments Aug 5th 2020, 8:57 am Returned - Hi Richard, please email me all ofyour screenshots that you Aug 4th 2020, 8:25 pm Next you will use GeoGebra to nd the area ofa polygon divided into a set of triangles. Go to area of a polyg {5 , and complete each step below: Submitted For Score - clone . . . . . . 1. Partition the polygon Into triangles by drawmg line segments between vertices. 2. For each triangle, draw an altitude to represent the height of the triangle. Place a point at the intersection of the height and the base of each triangle. 3. Use the tools in GeoGebra to find the length of the base and the height of each triangle. (Because the values displayed by GeoGebra are rounded, your result will be approximate.) 4. Compute the area of each triangle, and record the results below. Show your work. 5. Add the areas of the triangles to determine the area of the original polygon, and note your answer below. When you're through, take a screenshot of your construction, save it, and insert the image below your answers. B I Font Sizes

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