Download presentation
Presentation is loading. Please wait.
1
Making Graphs Y y=mx+b X
2
Example of a Line Graph Y 77 • (11,77) A Dog’s Human’s Equivalent Age
35 • (5,35) 21 • (3,21) X (0,0) A Dog’s Actual Age
3
A Point (X,Y) (4,3) • (X,Y) is called an Ordered Pair Y X
The X value or X Coordinate is the location of a point in the X direction The Y value or Y Coordinate is the location of a point in the Y direction
4
How to Graph a Point Y (X,Y) (4,2) • 321 X -4-3-2-1 0 1 2 3 4
X is the distance along the x=axis Y is the distance along the y=axis Y 3210 HINT: Think of the x-axis as the Number Line X -1 -2 HINT: Think of the y-axis a vertical Number Line
5
To make a Graph: x y 0 0 5 10 You must have at least 3 data points.
Now graph the 3 Points. x y 0 0 5 10 • (2,10) • (1,5) •
6
What is the Intercept in Science?
Y X An Intercept is where a line crosses the x or y axis
7
X & Y Intercepts Y y-axis The Y intercept is the y coordinate (where a line crosses the y axis). • (0,2) • (3,0) X x-axis The X intercept is the x coordinate (where a line crosses the x axis).
8
SLOPE = NEGATIVE-DOWN POSITIVE-UP Slope is a measure of STEEPNESS
9
Think of m for Mountain The Symbol for SLOPE = m NEG. Slope is -m
POS. Slope is +m Think of m for Mountain
10
SLOPE = How much does this line rise? How much does it run? (6,4) 4 •
3 (3,2) 2 • 1 (0,0) 1 2 3 4 5 6 How much does this line rise? How much does it run?
11
SLOPE = 2 3 2 3 How much does this line rise? How much does it run?
(6,4) 4 • 3 (3,2) 2 • 1 (0,0) 1 2 3 4 5 6 How much does this line rise? How much does it run? 2 3
12
m=SLOPE = x2y2 (6,4) 4 • x1y1 3 (3,2) 2 • 1 (0,0) 1 2 3 4 5 6
13
Keeping Track of Signs When Finding The Slope Between 2 Points
• Be Neat & Careful • Use (PARENTHASES) • Double Check Your Work as you Go • Follow 3 Steps
14
3 Steps for finding the Slope of a line between 2 Points (3,4)&(-2,6)
1st Step: Write x1,y1,x2,y2 over numbers 2nd Step: Write Formula and Substitute x1,x2,y1,y2 values. 3rd Step: Calculate & Simplify x1 y1 x2 y2 (3,4) & (-2,6)
15
Negative Slope Is Down the Hill Positive Slope Is Up the Hill NO Slope Vertical Drop ZERO Slope Horizontal
Similar presentations
© 2024 SlidePlayer.com. Inc.
All rights reserved.