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Linear func x_y_int_

Date post: 23-Jun-2015
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Graphing Linear Equations
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Page 1: Linear func x_y_int_

Graphing Linear Equations

Page 2: Linear func x_y_int_

Linear Equation

An equation for which the graph is

a line

Page 3: Linear func x_y_int_

X-intercept

Where the line crosses the

x-axis

Page 4: Linear func x_y_int_

X-intercept

The x-intercept has a y coordinate of

ZERO

Page 5: Linear func x_y_int_

X-intercept

To find the x-intercept, plug in ZERO for y and

solve

Page 6: Linear func x_y_int_

Slope

Describes the steepness of a

line

Page 7: Linear func x_y_int_

Slope

Equal to:

Rise Run

Page 8: Linear func x_y_int_

Rise

The change vertically, the change in y

Page 9: Linear func x_y_int_

Run

The change horizontally or

the change in x

Page 10: Linear func x_y_int_

Finding SlopeStep 1:

Find 2 points on a line

(2, 3) (5, 4)

(x1, y1) (x2, y2)

Page 11: Linear func x_y_int_

Finding SlopeStep 2:

Find the RISE between these 2

points

Y2 - Y1 =

4 - 3 = 1

Page 12: Linear func x_y_int_

Finding SlopeStep 3:

Find the RUN between these 2

points

X2 - X1 =

5 - 2 = 3

Page 13: Linear func x_y_int_

Finding SlopeStep 4:

Write the RISE over RUN as a ratio

Y2 - Y1 = 1

X2 - X1 3

Page 14: Linear func x_y_int_

Y-intercept

Where the line crosses the

y-axis

Page 15: Linear func x_y_int_

Y-intercept

The y-intercept has an x-coordinate of

ZERO

Page 16: Linear func x_y_int_

Y-intercept

To find the y-intercept, plug in ZERO for x and

solve

Page 17: Linear func x_y_int_

Slope-Intercept

y = mx + bm = slope

b = y-intercept

Page 18: Linear func x_y_int_

Step 1:

Mark a point on the y-intercept

Page 19: Linear func x_y_int_

Step 2:

Define slope as a fraction...

Page 20: Linear func x_y_int_

Step 3: Numerator is the vertical change

(RISE)

Page 21: Linear func x_y_int_

Step 4:

Denominator is the horizontal

change

(RUN)

Page 22: Linear func x_y_int_

Step 5:

Graph at least 3 points and

connect the dots


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