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"Plane Cartesian Coordinate System" Position and Coordinate PPT Courseware
Cartesian coordinate system
In a plane, two mutually perpendicular number axes with a common origin form a plane rectangular coordinate system.
Method: First draw a vertical line to the horizontal axis, and the number corresponding to the vertical foot is the abscissa coordinate of the point.
Then draw a vertical line to the vertical axis, and the number corresponding to the vertical axis is the vertical coordinate of the point.
1. Point (-1, 2) is in ( )
A. The first quadrant; B. The second quadrant; C. The third quadrant; D. The fourth quadrant
2. If the point (X, Y) is in the fourth quadrant, then ( )
A, X, and Y are both positive numbers. B, X, and Y are both negative numbers.
C. X is a positive number and Y is a negative number. D. X is a negative number and Y is a positive number.
3. The point where the abscissa is a positive number and the absolute value of the ordinate is a positive number is ( )
A. The first and third quadrants B. The second and fourth quadrants
C. Second and third quadrants D. First and fourth quadrants
4. If point P (a, b) is in the second quadrant, then point Q (b, a) is in ( )
A. The first quadrant; B. The second quadrant; C. The third quadrant; D. The fourth quadrant
1. Point M (-2,-1) is in the quadrant, and point N (4,6) is in the quadrant.
2. If the coordinates of point P (X, Y) satisfy X·Y = 0, then point P is on ________.
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