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What is a hexagon please show you a picture?
A hexagon has six sides. See the related link below for an image.
How do find the volume of a hexagon?
fIRST OF ALL A HEXAGON IS 2-D NOT 3-D
How can you show a hexagon congruent without a ruler or a protractor?
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Draw a counterexample to show that the following statements are false.if a figure is a hexagon than its a polygon.what do you draw?
The statement is not false. A hexagon is a polygon.
How do you find the height in the area of a hexagon?
first divide the hexagon into three parts a rectangle and two triangles then try to findthe areas of all and then take individual heights and add them to get the height of the hexagon
What is a hexagon please show you a picture?
A hexagon has six sides. See the related link below for an image.
What is the origin of a hexagon?
The Greeks where the first to use the hexagon shape in building
How do find the volume of a hexagon?
fIRST OF ALL A HEXAGON IS 2-D NOT 3-D
Show you a hexagon looks likes?
IT LOOKs like a bottle
How can you show a hexagon congruent without a ruler or a protractor?
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Draw a counterexample to show that the following statements are false.if a figure is a hexagon than its a polygon.what do you draw?
The statement is not false. A hexagon is a polygon.
How can you show that all sides and angles of a hexagon are congruent without using a ruler or a protractor?
You can do that by simply proving that the hexagon is a regular hexagon. You could do this by dividing the hexagon into 6 equilateral triangles of the same size successfully that tesselate to form a hexagon, thus proving that all sides are equal.
How do you find the height in the area of a hexagon?
first divide the hexagon into three parts a rectangle and two triangles then try to findthe areas of all and then take individual heights and add them to get the height of the hexagon
If the areas of two similar hexagons are to each other as 5 to 2 and one side of the first hexagon is 25 what is the corresponding side in the other hexagon?
Area of first hexagon is (3/2) x sqrt(3) x s2 = 1623.75Area of second hexagon = 2/5 (1623.75) = 649.5Its side is about 15.81 units.
What is the first step when inscribing a square quadrilateral triangle or a hexagon in a circle?
The first step when inscribing a square quadrilateral triangle or a hexagon in a circle is to connect the endpoints of the diameters to form a square.
Can you show with the help of a diagram how many diagonals does a regular hexagon has?
No, because the browser does not allow diagrams.
Find the area of a hexagon with side a length of 14in Show all work for credit?
Obviously homework, so I'll give you some pointers:Assuming it is a regular hexagon then:Draw in all three diagonals of the hexagon - this will split the hexagon into 6 equilateral triangles.Sum the areas of the triangles to give the area of the hexagon.Use Pythagoras or trigonometric ratios to find the altitude of the triangles; the base of the triangles is the length of the side of the hexagon.
