1.9 Graphing Data on the Coordinate Plane • Two number lines that intersect at right angles form a coordinate plane. • X- axis.
Download ReportTranscript 1.9 Graphing Data on the Coordinate Plane • Two number lines that intersect at right angles form a coordinate plane. • X- axis.
1.9 Graphing Data on the Coordinate Plane • Two number lines that intersect at right angles form a coordinate plane. • X- axis – the horizontal axis • Y- axis – the vertical axis • Origin – where the axes intersect (0 , 0) • Quadrants – the four sections of the coordinate plane. Coordinate Plane y - axis ( - , +) ( + , +) Origin (0 , 0) x - axis ( - , -) ( + , -) Graphing Points • An ordered pair of numbers identifies the location of a point. • These numbers are the coordinates of the point on the graph. (x-coordinate, y-coordinate) (-2 , 4) Identifying Coordinates Q P W V O Z T Identifying Coordinates Name the coordinates of each point on the graph. • • • • • • • Point O Point P Point Q Point T Point V Point W Point Z • • • • • • • (0 , 0) - origin (-4, 1) (0 , 2) (3 , -3) (-1 , 1) (4 , 1) (-2 , -3) Graphing Points • Graph the point A (3 , -4) on the coordinate plane. A • Identifying Quadrants In which quadrant or on which axis would you find each point. a. (-1 , 5) Since the x-coordinate is negative, and the y-coordinate is positive, the point is in Quadrant II. b. (0 , 3) Since the x-coordinate is 0, the point is on the y-axis. 1.9 Graphing Data on the Coordinate Plane (Cont.) 9/29/10 • A scatter plot – a graph that relates two groups of data. – Most scatter plots are in the first quadrant of a coordinate plane, because the data are usually positive numbers. Scatter Plot Year Number of Households With Television (millions) 1950 4 1960 46 1970 59 1980 76 1990 92 2000 101 Television Households with Number of Media in the United States 150 100 50 0 190 195 200 205 0 0 0 0 Year Series1 Scatter Plots • Positive correlation – in general, both sets of data increase together. • Negative correlation – in general, one set of data decreases as the other set increases. • No correlation – sometimes data sets are not related. • Trend line – shows a correlation more clearly Positive Correlation Negative Correlation No Correlation