Introduction to quadrilateral pentagon hexagon
A quadrilateral has four sides, four angles and two diagonals. The sum of the four angles of a quadrilateral must be 360. . The word quadrilateral is made of the words quad (denote four) and laterals (denote "of sides").There are different types of quadrilaterals are there, they are following,
Types of different quadrilaterals:
Square
Rhombus
Rectangle
Parallelogram
Trapezoid
Kite
Example on Quadrilateral Pentagon Hexagon
Problem: If the four angles of a quadrilateral are equal in measure. Find the measure of each angle.
Solution:
Let assume each angle is x ,
x + x + x + x = 360 degree
4x = 360 degree
Divide both sides by 4,
x=360/4
x=90 degree
Thus, each angle of this quadrilateral is a right angle.
Stuck on any of these topics consistent system of linear equations, word problems proportions try out some best online tutoring math website.
Example on Quadrilateral Pentagon Hexagon
Introduction:
Pentagon is 5 side polygons. The internal angle of pentagon is 540 degree .it is classified as regular pentagon and irregular pentagon based on its sides length and angle.
Regular pentagon:
All the sides and all the angles are equal then the pentagon is called Regular pentagon.
Irregular pentagon:
If any one side not equal and any one of the angle not equal then the pentagon is called irregular pentagon.
Perimeter of regular pentagon is =5 * side measurement
Example: Find the perimeter of regular pentagon with each side having 7 inches
Solution:
Perimeter =5*7
=35 inches
Example 2: Find the measure of each angle of a regular pentagon
Solution:
We know that regular pentagon having 5 sides
Total internal angle of pentagon is 540 degree
Therefore each angle = 540/5
=108 degree
Example on Quadrilateral Pentagon Hexagon
Introduction:
A hexagon is a six side polygon. The total of the internal angles of any hexagon is 720 degrees. it is having six rotational symmetry and reflection symmetry .it is classified as regular hexagon and irregular hexagon based on sides length and angle . All the sides and all the angles are equal then the hexagon is called Regular hexagon. if any one not equal then the hexagon is called irregular polygon.
Perimeter of Hexagon:
Perimeter for hexagon =6 *side length
Example: Find the perimeter of hexagon having each side length is 8 inches.
Solution:
Perimeter of hexagon = 6*side length.
= 6 *8
= 48 inches
A quadrilateral has four sides, four angles and two diagonals. The sum of the four angles of a quadrilateral must be 360. . The word quadrilateral is made of the words quad (denote four) and laterals (denote "of sides").There are different types of quadrilaterals are there, they are following,
Types of different quadrilaterals:
Square
Rhombus
Rectangle
Parallelogram
Trapezoid
Kite
Example on Quadrilateral Pentagon Hexagon
Problem: If the four angles of a quadrilateral are equal in measure. Find the measure of each angle.
Solution:
Let assume each angle is x ,
x + x + x + x = 360 degree
4x = 360 degree
Divide both sides by 4,
x=360/4
x=90 degree
Thus, each angle of this quadrilateral is a right angle.
Stuck on any of these topics consistent system of linear equations, word problems proportions try out some best online tutoring math website.
Example on Quadrilateral Pentagon Hexagon
Introduction:
Pentagon is 5 side polygons. The internal angle of pentagon is 540 degree .it is classified as regular pentagon and irregular pentagon based on its sides length and angle.
Regular pentagon:
All the sides and all the angles are equal then the pentagon is called Regular pentagon.
Irregular pentagon:
If any one side not equal and any one of the angle not equal then the pentagon is called irregular pentagon.
Perimeter of regular pentagon is =5 * side measurement
Example: Find the perimeter of regular pentagon with each side having 7 inches
Solution:
Perimeter =5*7
=35 inches
Example 2: Find the measure of each angle of a regular pentagon
Solution:
We know that regular pentagon having 5 sides
Total internal angle of pentagon is 540 degree
Therefore each angle = 540/5
=108 degree
Example on Quadrilateral Pentagon Hexagon
Introduction:
A hexagon is a six side polygon. The total of the internal angles of any hexagon is 720 degrees. it is having six rotational symmetry and reflection symmetry .it is classified as regular hexagon and irregular hexagon based on sides length and angle . All the sides and all the angles are equal then the hexagon is called Regular hexagon. if any one not equal then the hexagon is called irregular polygon.
Perimeter of Hexagon:
Perimeter for hexagon =6 *side length
Example: Find the perimeter of hexagon having each side length is 8 inches.
Solution:
Perimeter of hexagon = 6*side length.
= 6 *8
= 48 inches
