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Mathematical geometry problems in primary schools
Insert 8 colorful flags on each side of a square sports ground, and a * * * needs 28 colorful flags.

We can calculate the perimeter of the square first, and then calculate the number of colored flags needed.

It is known that the number of colored flags to be inserted on each side is 8.

As we all know, the side length of a square is 4 meters.

According to the circumference of a square = side length ×4, the circumference of a square can be calculated: 4× 4 = 16m.

Obviously, the number of colored flags needed is: 8×4? 4=28 faces

So, we need 28 colorful flags.

Factors affecting the number of colorful flags

1. Size of bunting: If bunting is designed to be small, more bunting may be needed to achieve the ideal visual effect. On the contrary, if the colorful flags are designed larger, the number of colorful flags may be less.

2. Flag spacing: If the flag spacing is large, you may need to insert more flags on each side of the square. On the contrary, if the spacing between colored flags is small, the number of colored flags may be less.

3. Wind direction and strength: If the wind direction and strength are strong, it may be necessary to insert more colorful flags on each side of the square to prevent the colorful flags from being blown away by the wind. On the contrary, if the wind is weak, the number of colorful flags may be less.

4. Viewing distance: If people watch from a distance, they may need more colorful flags to produce ideal visual effects. On the contrary, if people watch at a closer distance, the number of colorful flags may be less.

5. Special design: If colorful flags have special shapes or designs (such as holes in the flags), the required quantity may be different from that of ordinary colorful flags.

Primary school mathematics

1, basic mathematical concepts: including number recognition and basic addition and subtraction. This is the basis for children to start learning mathematics.

2. Basic operations: including addition and subtraction. This is the basic skill in primary school mathematics, and it is also the cornerstone for children to solve more complicated mathematical problems.

3. Basic geometry: including the recognition of shape and space. Children need to know different shapes (such as triangles, squares and circles) and learn how to describe and measure them.

4. Basic statistics: including data understanding and simple chart interpretation. Children need to learn how to read and interpret simple statistical charts such as bar charts and pie charts.

5. Basic algebra: including simple algebraic concepts, such as variables, equations, equations, etc. These concepts are the foundation of algebra in middle school and are very important for children's future mathematics study.

6. Basic problem solving: Mathematics is not only to solve problems, but to apply and develop mathematical skills by solving problems. In primary school mathematics, children learn how to find the relationship between information and problems and use their mathematical knowledge to solve practical problems.