What is the first quadrant second quadrant third quadrant fourth quadrant

1. The first quadrant is important and urgent.

Examples: such as dealing with difficult clients, completing work on time, hospitalization for surgery, etc.

This is a time to test our experience and judgment, and it is also a garden where we can cultivate with our hearts. If it is abandoned, we will most likely become the walking dead. But we must not forget that many important things have become urgent because they have been delayed or prepared in advance.

The essence is that the lack of an effective work plan leads to the transformation of things that are in the second quadrant of "important but not urgent", which is also the usual situation of managers in the traditional state of thinking, that is, "busy".

2. The second quadrant is important but not urgent.

Case: Mainly related to the quality of life, including long-term planning, problem detection and prevention, participation in training, suggestions to superiors on how to deal with problems, etc.

The abandonment of this area will widen the first quadrant and put us under more pressure to cope with the crisis. On the contrary, devoting more time in this field is conducive to improving practical skills and narrowing the scope of the first quadrant. With advance planning, preparation and precautions, many emergencies will not arise.

Things in this area do not cause us to be aggressive, so we must take the initiative to do it, and this is the area of personal leadership.

It is recommended that managers devote 80% of their energy to the work of this quadrant, so that the "urgent" things in the first quadrant will be infinitely less and they will no longer be "busy".

3. The third quadrant is urgent but unimportant.

Examples: **, Meetings, and Surprise Visitors all fall into this category.

On the surface, it seems to be the first quadrant, because the urgent call can give us the illusion that "this thing is important" – in fact, even if it is important, it is for others. We spend a lot of time in this and think we're in the first quadrant, when in fact we're just meeting other people's expectations and standards.

4. The fourth quadrant is a matter that is neither urgent nor important.

Examples: reading addictive boredom**, contentless TV shows, office chats, etc.

In short, it's a waste of life, so it's not worth spending half a minute in this quadrant at all. But we tend to be.

The first and third quadrants were running back and forth, and they were so busy that they had to go to the fourth quadrant to recuperate before setting off. This part of the spectrum is not necessarily all leisure activities, because truly creative leisure activities are valuable. However, things like reading addictive boredom**, contentless TV shows, office chats, etc.

This kind of rest is not only for the sake of walking for a longer distance, but it is also a damage to the body and mind, which may be delicious at first, but later you will find that it is actually very empty.

Now you might as well look back at your life and work last week, which quadrant did you spend the most time in? Note that you should be especially careful when dividing the first and every third quadrant, as urgent things can easily be mistaken for important things. In fact, the difference between the two is whether the event contributes to the achievement of an important goal, and if the answer is no, it should be placed in the third quadrant.

Add a vertical straight line at 0 o'clock on the number axis to become a Cartesian coordinate map, the area in the upper right corner is called the first quadrant, the upper left piece is the second quadrant, the second quadrant is the third quadrant below, and then the lower part of the first quadrant, that is, the right side of the third quadrant is called the fourth quadrant.

The horizontal direction is the x-axis, the vertical direction is the y-axis, the horizontal direction, the left negative right positive, the vertical direction, the lower negative and the upper positive.

First Quadrant. , x, y are both positive, and then from the first quadrant, in the counterclockwise direction of one, two, three, and four quadrants, respectively.

Remember the counterclockwise direction, whose symbol coincides with the symbol of the x,y axis! The second quadrant is (-, and the fourth quadrant is (+,

After the establishment of the plane Cartesian coordinate system, the coordinate plane is divided into four parts by two coordinate axes, which are called the first quadrant, the second quadrant, the third quadrant, and the fourth quadrant respectively.

The point on the first quadrant is a positive abscissa and a positive ordinate;

The point on the second quadrant is negative in abscissa and positive in ordinate;

The point on the third quadrant is negative in abscissa and negative in ordinate;

The point on the fourth quadrant has a positive abscissa and a negative ordinate.

Legal analysis: The four regions divided by the horizontal and vertical axes in the Cartesian coordinate system next to the planar branch beat are divided into four quadrants. The mammoth quadrant is centered on the origin, and the x,y axis is the dividing line.

The area on the upper right is called the first quadrant, the area on the upper left is called the second quadrant, the area on the lower left is called the third quadrant, and the area on the lower right is called the fourth quadrant.

Legal basis: "Compulsory Education Law of the People's Republic of China" Article 1 This Law is formulated in accordance with the Constitution and the Education Law so as to protect the right of school-age children and adolescents to receive compulsory education, ensure the implementation of compulsory education, and improve the quality of the whole nation.

After the establishment of the plane Cartesian coordinate system, the coordinate plane is divided into four parts by two coordinate axes, which are called the first quadrant, the second quadrant, the third quadrant, and the fourth quadrant respectively.

The point on the first quadrant is a positive abscissa and a positive ordinate;

The point on the second quadrant is negative in abscissa and positive in ordinate;

The point on the third quadrant is negative in abscissa and negative in ordinate;

The point on the fourth quadrant has a positive abscissa and a negative ordinate.

The first quadrant, one minute to understand the first quadrant.

Quadrants are four regions divided by the horizontal and vertical axes in the plane Cartesian coordinate system (Cartesian coordinate system), and each region is called a quadrant. The quadrant is centered on the origin, and the x,y axis is the dividing line. The upper right is called the first quadrant, the upper left is called the second quadrant, the lower left is called the third quadrant, and the lower right is called the fourth quadrant.

Points on the axes do not belong to any quadrants.

The point on the first quadrant is a positive abscissa and a positive ordinate;

The point on the second quadrant is negative in abscissa and positive in ordinate;

The point on the third quadrant is negative in abscissa and negative in ordinate;

The point on the fourth quadrant has a positive abscissa and a negative ordinate.

The planar Cartesian coordinate system is divided into four quadrants by the x-axis, y-axis.

The quadrant is centered on the origin, the x and y axes are the dividing lines, the upper right is called the first quadrant, the upper left is called the second quadrant, the lower left is called the third quadrant, and the lower right is called the fourth quadrant. Points on the axes do not belong to any quadrants. The symbols of the four quadrants are the first quadrant (+, the second quadrant (—), the third quadrant (—, and the fourth quadrant (+, in a planar Cartesian coordinate system, the plane is divided into four regions by the horizontal and vertical axes, that is, the four quadrants. The quadrant is centered on the origin, with the horizontal axis and the vertical axis as the dividing line, and is divided into four quadrants from the upper right in the counterclockwise direction from the upper right, and the origin and coordinate axis do not belong to any quadrant.

Mathematically, the fourth quadrant is the part of the coordinate system in the Cartesian coordinate system (Cartesian coordinate system), which is mainly applied in trigonometry and complex numbers in the Argen diagram (complex plane).

The four regions divided by the horizontal and vertical axes in the planar Cartesian coordinate system are divided into four quadrants. The quadrant is centered on the origin, and the x,y axis is the dividing line. The upper right is called the first quadrant, the upper left is called the second quadrant, the lower left is called the third quadrant, and the lower right is called the fourth quadrant.

The Cartesian coordinate system with the first quadrant, the second quadrant, the third quadrant and the x-axis and y-axis is in the inverse proportional function, and the function image is in.

2. In the four-quadrant, the value of k is less than 0, and the abscissa of the point in the four-quadrant is greater than 0, and the ordinate is less than 0.

Expand your knowledge]:

The coordinate system is a common auxiliary method in science, and there are common linear coordinate system and plane Cartesian coordinate system. In order to explain the location of the particle, the speed of its motion, the direction, and so on, its coordinate system must be selected. In a frame of reference, a set of data in an ordered manner selected in a prescribed way to determine the position of a point in space is called "coordinates".

The way in which coordinates are defined in a problem is the coordinate system used in that problem.

There are many types of coordinate systems, and the commonly used coordinate systems are: Cartesian Cartesian coordinate system, planar polar coordinate system, cylindrical coordinate system (or cylindrical coordinate system) and spherical coordinate system (or spherical coordinate dull system) and so on. The coordinate system commonly used in middle school physics is the Cartesian coordinate system, or orthogonal coordinate system.

Broadly speaking, all abstract concepts of things exist with reference to the coordinate system to which they belong, and the same thing will have different abstract concepts to represent in different coordinate systems, and the number of related abstract concepts expressed by the coordinate system [i.e., the number of coordinate axes] is the dimension of the space in which the thing is located.

Two things that can change each other must be in the same coordinate system.

The first, second, and third quadrants are terms for different regions of a two-dimensional plane in a Cartesian coordinate system. The first quadrant refers to the area located between the positive semi-axis of the x-axis and the y-axis, the second quadrant refers to the area between the negative semi-axis of the x-axis and the positive semi-axis of the y-axis, and the third quadrant refers to the area between the negative semi-axis of the x-axis and the negative semi-axis of the y-axis.

For Cartesian coordinate systems, the x-axis and y-axis are called the horizontal and vertical axes, respectively, and the point at which they intersect is called the coordinate origin, which is denoted by (0, 0). On this basis, it is possible to distinguish the first according to the symbol.

One, two, and three quadrants. For the first quadrant, both the x-axis and y-axis coordinates are positive, as in (2, 4), while in the second quadrant, the x-coordinates are negative and the y-coordinates are positive, as in (-3, 5). Similarly, the x and y coordinates in the third quadrant are negative, e.g. (-1, -2).

In practice, Cartesian coordinate systems are widely used in a variety of mathematical, physical, and scientific fields, such as computer graphics, circuit design, and financial analysis.

By extension, the Cartesian coordinate system can also be extended to three-dimensional space, expanding a dimension in the coordinate system to the z-axis and adding a z-coordinate to the junction, which is called a three-dimensional coordinate system. In the three-dimensional coordinate system, the space can be divided into 8 parts, corresponding to the first to the eighth quadrant.

In short, the first. One, two, and three quadrants are terms used in Cartesian coordinate systems to describe different positions on a two-dimensional plane, and they have their own specific symbols and ranges, and play a vital role in mathematical and scientific research. <>