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Transcript

Part 1

  • Slope is the measure of the rate of change of a line.
  • It represents the rate of change in the y-values per change in the x-values
  • We use slope in order to calculate the change in y values and the change in x values.

Graph

2 Coordinate Pairs

Equation

3-1/2 x=y

(-3, 4) (2, -6)

Table

Slope From a Graph

You must start from the bottom point on the line and you must rise 6 and run 4. Your slope will be 6/4 which is equal to 1.5.

Slope From an Equation

You must isolate y by subtracting 2x on both sides and then you can identify you slope(-2) and your y-intercept(5)

8th Grade Slope Project

By: Justin Guy

Slope From a Table

You must calculate the change in y and the change in x. Then you must do change in y/change in x and then you will get your slope.

Zero w/+ y-intercept

Zero w/- y-intercept

Negative Fraction

Positive Fraction

Undefined w/+ x-intercept

Undefined w/- x-intercept

Slope= 2/4 or 1/2

Positive Integer

Negative Integer

Slope=2

Real World Word Problem

Slope between 2 coordinate pairs

Carl cuts his neighbors' lawns during the summertime. He charges a flat fee of $10 and $5 per hour of work done. How would you put it into slope-intercept form

Slope=5

Y-intercept=10

y=5x+10

The slope tells how much money Carl earns each hour.

The y-intercept tells how much the flat fee is.

You must substitute into the formula (y2-y1/x2-x1). You will get 7-5/-4-(-7). Then you subtract and then divide 2/3 to find your slope. Your slope is 2/3.

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