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Hebei Education Edition Seventh Grade Mathematics Volume 2
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People's Education High School Mathematics Edition B Compulsory Course 2
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Category | Format | Size |
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Beijing Normal University eighth grade first volume mathematics | pptx | 6 MB |
Description
"Plane Cartesian Coordinate System" Position and Coordinates PPT Courseware 4
Review old knowledge
1. Coordinate characteristics of "points on a straight line parallel to two axes":
(1) Points on the straight line parallel to the x-axis: the ordinates are the same;
(2) Points on the straight line parallel to the y-axis: the abscissas are the same.
2. Coordinate characteristics of "four quadrants, origin and points on two axes":
3. Coordinate characteristics of “a point symmetrical about the coordinate axis”:
(1) The coordinates of the point that is symmetrical about the x-axis: the same as the transverse direction and the opposite direction as the vertical direction;
(2) The coordinates of a point that is symmetrical about the y-axis: the same as the horizontal and vertical directions.
4. Coordinate characteristics of "point symmetrical about the origin":
The coordinates of a point that is symmetrical about the center of the origin: reverse both horizontally and vertically.
Principles for establishing a plane rectangular coordinate system:
(1) Take the straight line where the special line segment is located as the coordinate axis;
(2) The points on the graph are on the coordinate axis as much as possible;
(3) The obtained coordinates are simple and easy to calculate.
The coordinate meaning of point P(a, b):
(1) The distance from point P(a, b) to the x-axis is |b|;
(2) The distance from point P(a, b) to the y-axis is |a|.
Class summary
1. Principles for establishing a plane rectangular coordinate system:
(1) Take the straight line where the special line segment is located as the coordinate axis;
(2) The points on the graph are on the coordinate axis as much as possible;
(3) The obtained coordinates are simple and easy to calculate.
2. The coordinate meaning of point P(a, b):
(1) The distance from point P(a, b) to the x-axis is |b|;
(2) The distance from point P(a, b) to the y-axis is |a|.
Keywords: position and coordinates courseware, plane rectangular coordinate system courseware, Beijing Normal University edition eighth grade mathematics volume PPT courseware, eighth grade mathematics slide courseware download, position and coordinates PPT courseware download, plane rectangular coordinate system PPT courseware download, .ppt Format
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"Plane Cartesian Coordinate System" PPT courseware download:
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"Plane Cartesian Coordinate System" PPT download:
"Plane Cartesian Coordinate System" PPT download part one content: Learning objectives: 1. Understand and be able to draw a plane Cartesian coordinate system, be able to establish a plane Cartesian coordinate system according to the needs of the graphics to be represented, and use coordinates to represent points on the graphics. 2 .at right angles to a given plane..
"Plane Cartesian Coordinate System" PPT:
"Plane Cartesian Coordinate System" PPT Part 1: How to determine the position of a point on a straight line? A point on the number axis can be represented by a number, which is called the coordinate of the point on the number axis. For example, the coordinate of point A on the number axis is -3, and the coordinate of point B on the number axis is...
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Update Time: 2024-11-20
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