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This lesson covers writing equations of lines in slope-intercept form, solving equations, and finding the slope of lines passing through given points. It also introduces vocabulary related to linear functions.
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3 Objective Warm Up Lesson Presentation Lesson Quiz Holt Algebra 2
Warm Up • Write the equation of the graphed • line in slope-intercept form. y= -2/5x +2 Solve 2. Find the slope of the line passing through (3,-2) and (-1,2). -1 3. Find the slope of the line. 5/3
Warm Up • Write the equation of the graphed • line in slope-intercept form. y= 4/3x - 4 Solve 2. Find the slope of the line passing through (-6,8) and (-3,3). -5/3 3. Find the slope of the line. 2
Objectives Demonstrate an understanding of linear functions
Vocabulary Parent Function Linear Function Quadratic Function Domain Range Slope Polynomial Expression
The data lie on a line, so they can be represented by a linear function.
50 hours per quilt or 1/50 quilt per hour 2 plants per row
The r-intercept represents the number of gallons of regular gas sold if no premium gas was sold that day; the p-intercept represents the number of gallons of premium gas sold if no regular gas was sold that day.
The new equation is y= 2x + 800. The slope is not changed. The y-intercept is changed from 1000 to 800, so the graph is moved down.
The slope would change to 22; the y-intercept would decrease to 140.