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The most comprehensive summary of the key theorems of junior high school mathematics
What are the important theorems in junior high school mathematics learning? The following is what I introduced to you for your reference.

The Complete Works of Mathematics Theorems in Junior High School 1. There is only one straight line after two o'clock.

2. The shortest line segment between two points.

3. The complementary angles of the same angle or equal angle are equal.

4. The complementary angles of the same angle or equal angle are equal.

5. There is one and only one straight line perpendicular to the known straight line.

6. Of all the line segments connecting a point outside the straight line with points on the straight line, the vertical line segment is the shortest.

7. The axiom of parallelism passes through a point outside a straight line, and one and only one straight line is parallel to this straight line.

8. If two straight lines are parallel to the third straight line, the two straight lines are also parallel to each other.

9. The same angle is equal and two straight lines are parallel.

10. The internal dislocation angles are equal and the two straight lines are parallel.

1 1. The inner angles on the same side are complementary and the two straight lines are parallel.

12. Two straight lines are parallel and have the same angle.

13. Two straight lines are parallel and the internal dislocation angles are equal.

14. Two straight lines are parallel and complementary.

15. Theorem The sum of two sides of a triangle is greater than the third side.

Summary of Mathematics Knowledge Points in Senior High School Entrance Examination: Concepts of Linear Function, Proportional Function and Linear Function

Generally speaking, if (k, b is a constant, k0), then y is called a linear function of x.

Especially when b in the linear function is 0, (k is a constant, k0). At this time, y is called the proportional function of X.

Description: The relationship between the position of a straight line and a constant.

Linear function image

All images of linear functions are linear resolution functions.

Increase and decrease of the range of independent variable values of images

Proportional function

All real numbers

(1) when k >; 0, y increases with the increase of x;

2 when k >; & lt0, y decreases with the increase of x.