Question

Find the value of n + 6
http://static.k12.com/eli/bb/811/7537/0/2_36640_44211/7537/cfcbab7622b25115e3996826ebe54350776a6601/media/4f8a76aa40c8dbfbdd18208b34c6ed719fba027b/mediaasset_650550_1.gif
132
113
62
119

Answer 1

@Shanks i know you can help me with this problem

Answer 2

ok, wait :P

Answer 3

ok

Answer 4

btw u give thought to ur problem, or just ask right away? lol

Answer 5

i think about it and if i dont know how then i come here

Answer 6

for this you need to remember that: Sum of angles of a polygon of n sides = 180(n-2)
A triangle, square, parallelogram, 5 sided figure...all are polygons.
For a triangle, n=3; for sq, n=4....and so on.
here n=6
so sum of angles = 180(6-2) also equal to 135+62+151+140+n+(n+6)
now find the value of n from this eqn and then find (n+6)

PS: the basic thing is sum of angles of n sided polygon = 180(n-2)