How to calculate the area of a regular hexagon with a side length of 8 3rd grade of primary school,

Are you doing this math Olympiad?To solve this problem, you need to use the Pythagorean theorem, I will solve it, whether you can understand it is your business, because it is a regular hexagon, so each angle is 120 degrees, first make two auxiliary lines (that is, connect ac and de) to divide the hexagonal abcdef into a rectangle acdf and two triangles. (triangle abc, triangle def), and then connect the two points be and ac at the point g, in the triangle the middle side is at equal angles, so the angle bac 30 degrees, because in a right triangle the side of the 30 degree angle is equal to half of the hypotenuse, so bg 8 2 4.

Using the Pythagorean theorem, the square root of ga (8 2-4 2) and the square root of 48 is approximately equal to.

Think of a regular hexagon as two isosceles trapezoids, then the area (16+8)*keep three decimal places).

Sorry, I don't know how to enter the root number on the computer, I can only use the form of decimals

The regular hexagon is divided into six triangles.

8x8 2x6 = 192 square centimeters.

A: Its area is 192 square centimeters.

The regular hexagon is divided into six equilateral triangles with 8 sides in length.

There is a root number in the process, and I'm sorry if I didn't find it, so you should be able to figure it out yourself.

A square wax ruler is a quadrilateral with all four sides equal and all four corners at right angles. The two pairs of opposite sides of the square are parallel, the four sides are equal, the four corners are all right angles, the diagonals are perpendicular, bisected and equal to each other, and each diagonal is divided into a group of diagonals. A group of rectangles with equal adjacent sides is called a square, and a diamond with a right angle is called a square.

The area of a square is the square of the length of the sides. The side length is eight, and the square of the height of the eight is sixty-four, so the area of this square is sixty-four.

A regular hexagon with a side length of 5 m is six times larger than a regular triangle with a side length of 5 m. The area of a regular triangle with a side length of 5m is 25* 3 4, so the area of a regular hexagon is 125* 3 2

Cut diagonally, it is 2 trapezoids. Calculate a trapezoidal area and multiply it by 2. (Thank you for adopting).

Regular octagon calculation method from the midpoint to each vertex line to obtain 8 isosceles triangles, after finding the area of the triangle and then multiplying it by 8, and knowing that the longest diagonal is 8, then the waist length of the isosceles triangle is 4, and the area of the triangle is calculated by the sinusoidal theorem. 1 2*4*4*sin(360 8)=8*sin45=4 times 2, so the area of the regular octagon is 8*4 times 2=32 times 2. Calculation of area Suppose any vertex of the regular octagon is p, and then count two squares to the left or right, let that point be q, and draw a line from p to q, if the length of this line is a, then the area of the regular octagon is.

Summary. Hello, it is a pleasure to serve you and give you the following answer: the area of a regular octagon is equal to 2, and the result is about square meters.

The reason for the problem is that the formula for calculating the area of a regular octagon is complicated, and many people don't know how to calculate it. Workaround and practice steps:1

First of all, it is necessary to know the formula for calculating the area of a regular octagon, that is, the area is equal to 2; 2.Then, substituting the side length meters of the regular octagon into the formula, the area of the regular octagon is calculated, and the result is about square meters. Personal Tips:

1.When calculating the area of a regular octagon, keep in mind the formula for calculating the area of a regular octagon; 2.When calculating the area of a regular octagon, it is necessary to pay attention to the details to ensure the accuracy of the calculation results.

The area is equal to 2 a (1+ 2) 4, where a is the length of the sides of the regular octagon.

Hello, it is a pleasure to serve you and give you the following answer: the area of a regular octagon is equal to 2, and the result is about square meters. The reason for the problem is that the formula for calculating the area of a regular octagon is complicated, and many people don't know how to calculate it.

Workaround and practice steps:1First of all, it is necessary to know the formula for calculating the area of a regular octagon, that is, the area is equal to 2; 2.

Then, the side length of the regular octagon is substituted into the formula to calculate the area of the regular octagon, and the result is about square meters. Personal Tips:1

When calculating the area of a regular octagon, keep in mind the formula for calculating the area of a regular octagon; 2.When calculating the area of the square shape, it is necessary to pay attention to the details to ensure the accuracy of the calculation results. Related Knowledge:

A trembling regular octagon is an octagon in which all the angles are equal, and each angle has about 135° degrees. The area of a regular octagon is calculated as follows: the area is equal to 2 a (1+ 2) 4, where a is the length of the sides of the regular octagon.

Excuse me, but please go into more detail?

Hello, it is a pleasure to serve you and give you the following answer: the area of a regular octagon is equal to 2, and the result is about square meters. The reason for the problem is that the formula for calculating the area of a regular octagon is complicated, and many people don't know how to calculate it.

Workaround and practice steps:1First of all, it is necessary to know the formula for calculating the area of a regular octagon, that is, the area is equal to 2; 2.

Then, the side length of the regular octagon is substituted into the formula to calculate the area of the regular octagon, and the result is about square meters. Personal Tips:1

When calculating the area of a regular octagon, keep in mind the formula for calculating the area of a regular octagon; 2.When calculating the area of the square shape, it is necessary to pay attention to the details to ensure the accuracy of the calculation results. Related Knowledge:

A trembling regular octagon is an octagon in which all the angles are equal, and each angle has about 135° degrees. The area of a regular octagon is calculated as follows: the area is equal to 2 a (1+ 2) 4, where a is the length of the sides of the regular octagon.

Summary. The formula for calculating the area of a regular octagon: s=8*a 2*tan( 8) where a is the side length of the regular octagon and is the pi, and tan( 8) is the tangent of the inner corner fan of the regular octagon.

Therefore, if the side length is meters, then the area of the regular octagon is: s=8*m2

I'm sorry I don't understand, but can you elaborate on that?

The formula for calculating the area of a regular octagon: s=8*a 2*tan( 8) where a is the side length of the regular octagon and is the pi, and tan(8) is the tangent of the split inner corner fan of the regular octagon. Therefore, if the side length is the number of meters, then the area of the potato octagon is:

s=8*m2

Hello, it is a pleasure to serve you and give you the following answer: the area of the regular octagon is equal to the length of the meter side, and the area of the regular octagon is about the square meter of flat grinding. This problem occurs because the area of a regular octagon is more complex, requiring the calculation of the length of its eight sides, as well as the plane angle of each side.

The solution to this problem is:1First, determine the side length of the regular octagon, such as meters; 2.

Then, the plane angle of each row is calculated, that is, the angle between each edge and the horizontal line, and the angle of each edge is assumed to be 45°. 3.Finally, the length of each side and the value of each angle are substituted into the formula, that is, s=a*a*cos(45°)*4, where s is the area of the regular octagon and a is the length of the side, and the area of the regular octagon is calculated to be about square meters. Personal Tips:

When calculating the area of a polygon, the side length of the polygon and the value of each angle should be correctly determined, and then the area of the polygon should be calculated according to the formula.

Hello, I am happy to serve you, and I will give you the following answers: The area of Zhengyou Qingtong octagon is equal to, about square meters. Causes of the problem:

Calculating the area of a regular octagon is a complex mathematical problem, and many people don't know how to calculate it. Workaround and practice steps:1

First of all, it is important to know that the area of a regular octagon is obtained by multiplying the square of the side length; 2.Then, calculate the square of the side lengths of the regular octagon, i.e., the square, and the result is; 3.Finally, multiply by to give the result square meters.

Personal tip: Calculating the area of a regular octagon is a complex mathematical problem, in order to correctly calculate the area of a regular octagon, you need to master the formula for calculating the area of a regular octagon, and be proficient in the calculation steps.