Determine the number of triangles formed from triangulated polygon abcdefg. determine the total interior angle measure in each tri

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Determine the number of triangles formed from triangulated polygon abcdefg. determine the total interior angle measure in each triangle and the total interior angle measure of the polygon.

2 thoughts on “Determine the number of triangles formed from triangulated polygon abcdefg. determine the total interior angle measure in each tri”

  1. Answer:
    Polygon ABCDEFG may be divided into 5 triangles. The total interior angle measure of each triangle is 180°.The total interior angle measure of polygon is 900°.

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  2. The total interior angle measure in each triangle = 900°
    The total interior angle measure of the polygon = 900°
    The number of triangles in each polygon is two less than the number of sides.
    Here, given polygon has seven sides.
    ABCDEFG
    Therefore number of triangles in the polygon: 7-2 = 5
    Interior angle of triangle is 180 degree.
    So 5 x 180 = 900
    Next is the total interior angle of the polygon: (n-2) x 180
    = (7-2) x180 = 5 x 180 = 900
    From this we have determined that the interior angles of triangles in the polygon is equal to the total interior angle of the polygon.
    Learn more about interior angles of polygon here: https://brainly.com/question/27894327
    #SPJ4

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