Musuh buah nabi Musa

here is the formula for find the one inside of the polygon: **(n-2).180/n (n shows how many sides does polygon have) **** so now we can solve the equation==== (n-2).180/n=144 **1144n=(n-2).180 144n=180n-360 360=36n n=10 so we call it **decagon :) **

Answered by www123gul | 2024-06-10

n ( n − 2 ) ⋅ 180 ​ = 144 180 n − 360 = 144 n 36 n = 360 n = 10
It's decagon.

Answered by konrad509 | 2024-06-10

To find the number of sides in a polygon with given interior angles, use the formula for the interior angle. By rearranging the formula and solving for n , you can determine the polygon type. For an interior angle of 144 degrees, the solution yields that the polygon is a decagon with 10 sides.
;

Answered by www123gul | 2024-12-26

Firaun,Haman,Kaum kanaan,Qarunmaaf jika salah dan semoga membantu

Answered by najlapunya625 | 2025-07-15