Question

Find the sum of measures of all the interior angles of a polygon with 6 sides​

Answer 1

Answer:

using formula,

= (n-2) * 180

= (6-2)*180

= 4*180

= 720

therefore the sum of measure of all the interior angle of polygon is 720

Answer 2

Given

A Polygon is 6 Sides

We Find

Sum of Interior Angle

We Know That

Formula for finding solution is :-

$\sf \boxed {\red{ [n - 2]180°}}$

According To The Question

$\implies \sf { [n - 2]180°}$

$\implies \sf { [6 - 2]180°}$

$\implies \sf { 4 × 180°}$

$\implies \sf { 720°}$

Hence, Sum of the Interior Angle of a Given Polygon is 720°.