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Coordinate Plane Notes
9

Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Jan 17, 2016

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Herbert Wheeler
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Page 1: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Coordinate Plane

Notes

Page 2: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Coordinate PlaneFormed by two

number lines, called axes, that intersect to form right angles at their zero points.

Page 3: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Origin

The point at which the two axes intersect.

Origin

Page 4: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

X-Axis

The horizontal number line.

X

Page 5: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Y-Axis

The vertical number line.

Y

Page 6: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Ordered PairA pair of numbers

that represent the location of a point on the coordinate plane.

The ordered pair for the origin is (0, 0).

An ordered pair is always written in parentheses.

Origin (0,0)

Page 7: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

Ordered PairX-Coordinate: the first

number in the ordered pair; located by moving left or right.

Y-Coordinate: the second number in the ordered pair; located by moving up or down.

Point (3,-2) move to the right 3 and down 2. Point (3,-2)

Page 8: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

QuadrantsThe four regions

formed by the intersection of the two axes

The regions are numbered with Roman numerals;

The numbering begins in the top right quadrant and moves counter-clockwise.

III

III IV

Page 9: Coordinate Plane Notes. Coordinate Plane Formed by two number lines, called axes, that intersect to form right angles at their zero points.

QuadrantsThe four regions

formed by the intersection of the two axes

The regions are numbered with Roman numerals;

The numbering begins in the top right quadrant and moves counter-clockwise.

III

III IV