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OpenStudy (v-sync):
Find the value of n. give answer and show all work.
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OpenStudy (v-sync):
@shaima
OpenStudy (shaima):
idk bout this one but i have someone to help u out @Awolflover1
OpenStudy (v-sync):
@CderaAlien @Google @Advert @Apple @Atsie @brainlesslonelygirl @cuanchi @Kevin @KittiWitti1
OpenStudy (kevin):
sum all of degrees is 360.
You can find n then
OpenStudy (v-sync):
Can you show me the formula Kevin?
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OpenStudy (v-sync):
@Kevin \(\uparrow\)
OpenStudy (v-sync):
135 + 62 + 151 + 140 + n + n + 6 = 360
???
OpenStudy (v-sync):
Is \(\uparrow\) correct?
OpenStudy (kevin):
yes
OpenStudy (v-sync):
Thanks Kevin!
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OpenStudy (kevin):
wait
OpenStudy (v-sync):
Whats up Kevin?
OpenStudy (kevin):
It's hexagon. Hexagon has 4 triangles in it. That's mean angle sum is 4*(180) = 720
135+62+151+140+n+(n+6)=720
n = 113 degree
OpenStudy (kevin):
You know 4 triangles :
|dw:1474484287870:dw|
OpenStudy (v-sync):
How do you know how many triangles are in each shape?
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OpenStudy (kevin):
Look my drawing above
OpenStudy (v-sync):
I mean like in pentagons or octagons or a different shape, how do you know how many triangles are there?
OpenStudy (kevin):
You can draw it.. I mean using the same way as I draw triangles in hexagon
OpenStudy (kevin):
Or the quick way is using formula :
number of triangles = number of vertices - 2
OpenStudy (kevin):
ok? :)
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OpenStudy (v-sync):
OK thanks.
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