Geometry Hexagon
Hexagon is the two dimensional geometric closed figure with five sides.
Geometry Hexagon interior angle:
The angle that found inside the geometric figure is said to be interior angle of the Hexagon.
Geometry Hexagon Exterior angle:
The angle between any side of the Hexagon and the line extended from the next side is said to be exterior angle of the Hexagon.
Having problem with Definition of Alternate Interior Angles keep reading my upcoming posts, i will try to help you.
Formula:
Formula for calculating the exterior angle of the Hexagon:
Sum of the exterior angle of the Hexagon is 360 degrees.
Formula for calculating the interior angle of the Hexagon:
Sum of Interior angle of the Hexagon = (n-2) 180 degrees
Here n is the number of the Hexagon.
Regular Hexagons:
The regular Hexagon is the geometric figure in which all sides are equal in length and all the angles are equal in degrees.
Interior angle of the regular Hexagon is `(((n-2) 180)/n)`
Is this topic cbse class 11 hard for you? Watch out for my coming posts.
Model Problems:
1.Find the sum of interior angle and each interior angle of the regular geometry Hexagon?
Solution:
To find the sum of the interior angle:
Here
Sum of the interior angle of Hexagon = (n-2) 180 degrees
Here n = 6 sides
= (6-2) 180
= (4) 180
Sum of the interior angle of Hexagon =720 degrees.
To find the each interior angle:
Here
Interior angle of the regular Hexagon =` (((n-2) 180)/n)`
= (((6-2)180)/5)
= (720/6)
Interior angle of the regular Hexagon = 120 degrees.
2. Find sixth interior angle of the Geometry Hexagon when first five angles are 108, 110, 106, 102, 104 degrees respectively?
Solution:
We know that sum of the interior angle of the Hexagon = 720 degrees
That is (angle 1+angle2+angle 3+angle 4+angle 5 +angle 6) = 720
(108+110+106+102+104+x) = 720
(530+x) = 720
x = 720-530
Sixth interior angle of the Hexagon x = 190 degrees
3. Find first interior angle of the Geometry Hexagon when last five angles are 108, 110, 108, 106, 104 degrees respectively?
Solution:
We know that sum of the interior angle of the Hexagon = 720 degrees
That is (angle 1+angle2+angle 3+angle 4+angle 5 +angle 6) = 720
(x+108+110+108+106+104) = 720
(x+536) = 720
x = 720-536
Sixth interior angle of the Hexagon x = 184 degrees
Hexagon is the two dimensional geometric closed figure with five sides.
Geometry Hexagon interior angle:
The angle that found inside the geometric figure is said to be interior angle of the Hexagon.
Geometry Hexagon Exterior angle:
The angle between any side of the Hexagon and the line extended from the next side is said to be exterior angle of the Hexagon.
Having problem with Definition of Alternate Interior Angles keep reading my upcoming posts, i will try to help you.
Formula:
Formula for calculating the exterior angle of the Hexagon:
Sum of the exterior angle of the Hexagon is 360 degrees.
Formula for calculating the interior angle of the Hexagon:
Sum of Interior angle of the Hexagon = (n-2) 180 degrees
Here n is the number of the Hexagon.
Regular Hexagons:
The regular Hexagon is the geometric figure in which all sides are equal in length and all the angles are equal in degrees.
Interior angle of the regular Hexagon is `(((n-2) 180)/n)`
Is this topic cbse class 11 hard for you? Watch out for my coming posts.
Model Problems:
1.Find the sum of interior angle and each interior angle of the regular geometry Hexagon?
Solution:
To find the sum of the interior angle:
Here
Sum of the interior angle of Hexagon = (n-2) 180 degrees
Here n = 6 sides
= (6-2) 180
= (4) 180
Sum of the interior angle of Hexagon =720 degrees.
To find the each interior angle:
Here
Interior angle of the regular Hexagon =` (((n-2) 180)/n)`
= (((6-2)180)/5)
= (720/6)
Interior angle of the regular Hexagon = 120 degrees.
2. Find sixth interior angle of the Geometry Hexagon when first five angles are 108, 110, 106, 102, 104 degrees respectively?
Solution:
We know that sum of the interior angle of the Hexagon = 720 degrees
That is (angle 1+angle2+angle 3+angle 4+angle 5 +angle 6) = 720
(108+110+106+102+104+x) = 720
(530+x) = 720
x = 720-530
Sixth interior angle of the Hexagon x = 190 degrees
3. Find first interior angle of the Geometry Hexagon when last five angles are 108, 110, 108, 106, 104 degrees respectively?
Solution:
We know that sum of the interior angle of the Hexagon = 720 degrees
That is (angle 1+angle2+angle 3+angle 4+angle 5 +angle 6) = 720
(x+108+110+108+106+104) = 720
(x+536) = 720
x = 720-536
Sixth interior angle of the Hexagon x = 184 degrees
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