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Find the value of n + 6

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Find the value of n + 6

asked Aug 16, 2014 in GEOMETRY by lizzxx03 Rookie
edited Aug 16, 2014 by bradely

1 Answer

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The sum of all the internal angles of a simple polygon is 180(n-2)° where n is the number of sides.

Sum of all the internal angles of a simple polygon is 180(6-2)° =720°

(n+6)+n+140+151+62+135 =720°

2n+494=720°

2n =226

n =113°

Find the value of n+6

n+6 = 113° +6

        =119°

answered Aug 16, 2014 by bradely Mentor

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