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nisha1456
@nisha1456
August 2021
2
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Hlo...✌
✅...Refer The Attachment...✅
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arjun6068
OR
Let number of sides of a regular polygen is n
∴n× each angle = (n − 2)×180°
For regular hexagon n = 6
∴6× each angle = 4×180°
each angle =120°
Area of 6 shaded regions
6×120/360×pie R2= 2pie R2
HOPE it HELPS YOU.....
1 votes
Thanks 3
saurabhkumar47pakwtj
pata nahi..
archanajha098
thkkk h
saurabhkumar47pakwtj
hmm
archanajha098
chloo ab byee bhaii....
saurabhkumar47pakwtj
OK bye
saurabhkumar47pakwtj
soye nahi. .?
archanajha098
Mera xam aacha naii gyaa
archanajha098
Maths kaa
archanajha098
aaj so gyeee kyaa aaap
archanajha098
aaj kisi ko help nai krnii kyaa...bhai
muskanc918
ANSWER:-
1 votes
Thanks 5
nisha1456
Thanks sis...☺
nisha1456
:)
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Answers & Comments
Let number of sides of a regular polygen is n
∴n× each angle = (n − 2)×180°
For regular hexagon n = 6
∴6× each angle = 4×180°
each angle =120°
Area of 6 shaded regions
6×120/360×pie R2= 2pie R2
HOPE it HELPS YOU.....