Quadrant in Coordinate Plane Recap 1 Horizontal axis
![Quadrant in Coordinate Plane Quadrant in Coordinate Plane](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-1.jpg)
![Recap 1. Horizontal axis is called the X axis 2. Vertical axis is called Recap 1. Horizontal axis is called the X axis 2. Vertical axis is called](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-2.jpg)
![The Cartesian Plane is divided into four quadrants. II I III IV The Cartesian Plane is divided into four quadrants. II I III IV](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-3.jpg)
![Quadrant II The X coordinate is negative and Y coordinate is positive (-, +) Quadrant II The X coordinate is negative and Y coordinate is positive (-, +)](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-4.jpg)
![Look at the following points on the coordinate plane. ( 5 , 0 ) Look at the following points on the coordinate plane. ( 5 , 0 )](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-5.jpg)
![Example 1 : Without using graph identify the quadrant of ( 4 , 11 Example 1 : Without using graph identify the quadrant of ( 4 , 11](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-6.jpg)
![Example 2 : Without using graph identify the quadrant of ( - 16 , Example 2 : Without using graph identify the quadrant of ( - 16 ,](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-7.jpg)
![Example 3 : Without using graph identify the quadrant of ( 0 , - Example 3 : Without using graph identify the quadrant of ( 0 , -](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-8.jpg)
![Try these: 1. Without using graph identify the following and fill the table S. Try these: 1. Without using graph identify the following and fill the table S.](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-9.jpg)
- Slides: 9
![Quadrant in Coordinate Plane Quadrant in Coordinate Plane](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-1.jpg)
Quadrant in Coordinate Plane
![Recap 1 Horizontal axis is called the X axis 2 Vertical axis is called Recap 1. Horizontal axis is called the X axis 2. Vertical axis is called](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-2.jpg)
Recap 1. Horizontal axis is called the X axis 2. Vertical axis is called the Y-axis Y axis. 3. X axis and Y axis are called coordinate axes. 4. Ordered pair is written in bracket with X coordinate and Y coordinate inside 5. Origin point is ( 0 , 0 ) origin X-axis
![The Cartesian Plane is divided into four quadrants II I III IV The Cartesian Plane is divided into four quadrants. II I III IV](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-3.jpg)
The Cartesian Plane is divided into four quadrants. II I III IV
![Quadrant II The X coordinate is negative and Y coordinate is positive Quadrant II The X coordinate is negative and Y coordinate is positive (-, +)](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-4.jpg)
Quadrant II The X coordinate is negative and Y coordinate is positive (-, +) Eg: ( -2 , 8 ) , ( -1 , 4 ) Quadrant III The X coordinate and Y coordinates are negative (-, -) Eg: ( -2 , -3 ) , ( -7 , -4 ) Quadrant I The X coordinate and Y coordinates are positive (+, +) Eg: ( 5 , 6 ) , ( 10 , 4 ) Quadrant IV The X coordinate is positive and Y coordinate is negative (+, -) Eg: ( 1 , -7 ) , ( 4 , -2 )
![Look at the following points on the coordinate plane 5 0 Look at the following points on the coordinate plane. ( 5 , 0 )](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-5.jpg)
Look at the following points on the coordinate plane. ( 5 , 0 ) , ( 0 , 6 ) , ( -7 , 0 ) , ( 0 , -3 ) 1. If any coordinates Is 0 then the points lie on the axes and not in the quadrants. 2. If X = 0 then the coordinate (0 , a ) lies on Y axis 3. If Y = 0 then the coordinate (a , 0 ) lies on X axis ( 0 , 6 ) lies on Y axis ( -7 , 0 ) lies on X axis ( 0 , -3 ) lies on Y axis ( 5 , 0 ) lies on X axis
![Example 1 Without using graph identify the quadrant of 4 11 Example 1 : Without using graph identify the quadrant of ( 4 , 11](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-6.jpg)
Example 1 : Without using graph identify the quadrant of ( 4 , 11 ) Solution : In the coordinate ( 4 , 11 ) X coordinate = 4 Y coordinate = 11 Since both coordinates are positive ( + , + ) This point lies in Quadrant I
![Example 2 Without using graph identify the quadrant of 16 Example 2 : Without using graph identify the quadrant of ( - 16 ,](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-7.jpg)
Example 2 : Without using graph identify the quadrant of ( - 16 , - 81 ) Solution : In the coordinate ( - 16 , - 81 ) X coordinate = -16 Y coordinate = - 81 Since both coordinates are negative ( - , - ) This point lies in Quadrant III
![Example 3 Without using graph identify the quadrant of 0 Example 3 : Without using graph identify the quadrant of ( 0 , -](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-8.jpg)
Example 3 : Without using graph identify the quadrant of ( 0 , - 23 ) Solution : In the coordinate ( 0 , - 23 ) X coordinate = 0 Y coordinate = - 23 Since the X coordinate is 0. This point does not lie in any quadrant. It simply lies on Y axis
![Try these 1 Without using graph identify the following and fill the table S Try these: 1. Without using graph identify the following and fill the table S.](https://slidetodoc.com/presentation_image/1c38514176f3428e00da4b21981fbaf0/image-9.jpg)
Try these: 1. Without using graph identify the following and fill the table S. No. Point 1. ( -5 , -15 ) 2. ( 14 , 0 ) 3. ( 42 , -1 ) 4. ( -24 , 21 ) Sign of X coordinate Quadrant
On a cartesian plane the horizontal axis is called the
Data plane control plane and management plane
Axis 1 and axis 2 disorders
Axis 1 and axis 2 disorders
Hyperbola conjugate axis
Direct axis and quadrature axis
Transverse axis vs conjugate axis
Synchronous motor construction
Post-coordinate indexing
Co coordinate bond