Slide 1

Slide 2

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 5 Minutes Remain a4a4 1313

Slide 3

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 4 1313 a4a4

Slide 4

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 3 1313 a4a4

Slide 5

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 2 1313 a4a4

Slide 6

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 1 1313 a4a4

Slide 7

WARM UP MIXED REVIEW (solve the equation) 1.X + 6 = 14 2.9 y = 4 3.7b = 21 4. = 3 5.3x 12 = 6 6. h 2 = 1 0 1313 a4a4

Slide 8

4.7 Graphing Lines Using Slope- Intercept Form SLOPE-INTERCEPT FORM OF THE EQUATION OF A LINE The linear equation y = mx + b is written in slope-intercept form, where m is the slope and b is the y-intercept. y = mx + b slope y-intercept

Slide 9

4.7 Graphing Lines Using Slope- Intercept Form Identify Parallel Lines EXAMPLE 3 Identify Parallel Lines Which of the following lines are parallel? Line a: -x + 2y = 6line b: -x + 2y = -2line c: x + 2y = 4 1 Rewrite each equation in slope-intercept form. Line a: y = x + 3line b: y = x - 1line c: y = -x + 2

Slide 10

4.7 Graphing Lines Using Slope- Intercept Form Identify Parallel Lines EXAMPLE 3 Identify Parallel Lines Which of the following lines are parallel? Line a: -x + 2y = 6line b: -x + 2y = -2line c: x + 2y = 4 2 Identify the slope of each equation. Line a: slope is line b: slope is line c: slope is -

Slide 11

4.7 Graphing Lines Using Slope- Intercept Form Identify Parallel Lines EXAMPLE 3 Identify Parallel Lines Which of the following lines are parallel? Line a: -x + 2y = 6line b: -x + 2y = -2line c: x + 2y = 4 3 Compare the slopes. Lines a and b are parallel because each has a slope of . Line c is not parallel to either of the other two lines because it has a slope of - .

Slide 12

CHECK CHECK The graph gives you a visual check.

Slide 13

4.7 Graphing Lines Using Slope- Intercept Form Practice: Are the following lines parallel? line a: 3x + 2y = 6line b: 6x +4y = 6 S, paralelo! Tu estas certificada! < arquitecto abogado >

Slide 14

PARALLEL LINES Determine whether the graphs of the tow equations are parallel. Graph the lines and explain your answer. 1.Line a: y = -3x + 2Line b: y + 3x = -4 2.Line a: 2x 12 = yLine b: y = 10 + 2x 3.Line a: y = x + 8Line b: x y = -1 4.Line a: 2x 5y = -3Line b: 5x + 2y = 6 5.Line a: y + 6x = 8Line b: 2y = 12x 4 6.Line a: 3y 4x = 3Line b: 3y = -4x + 9

Slide 15

GRAPH THESE LINES Put the equation in slope intercept form (y = mx + b) and graph. 7.Y = 2x + 4 8.Y = - x -2 9.Y = - + 3 10.Y = x - 4 1 2 3 4 3 11.-x + y = 5 12.y 3x = -3

Slide 16