Answer :
[tex]\frac{(n-2)\cdot180}{n}=144\\
180n-360=144n\\
36n=360\\
n=10[/tex]
It's decagon.
It's decagon.
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 :)
(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 :)