L4.1 Parallel, Intersecting or the Same Line On a separate sheet of paper graph the two linear equations in each system on a single coordinate plane and state whether the lines are intersecting, parallel or the same line. 1. y32х-5 y= -x+3 2. y=4-2x y= -2x+4 3. 3x+2y36 y= -}x+1

Intermediate Algebra
19th Edition
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Author:Lynn Marecek
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Chapter3: Graphs And Functions
Section3.3: Find The Equation Of A Line
Problem 3.61TI: Find an equation of a line perpendicular to the line y=3x+1 that contains the point (4,2) . Write...
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Parallel intersecting or same line
Name:
Period
L4.1 Parallel, Intersecting or the Same Line
On a separate sheet of paper graph the two linear equations in each
system on a single coordinate plane and state whether the lines are
intersecting, parallel or the same line.
1. y=2x-5
y= -x+3
2. y=4-2x
y= -2x+4
3. 3x+2y36
y= - x+1
Determine if the two lines are intersecting, parallel or the same lines by
comparing the linear equations in slope-intercept form. Sate how many
solutions there will be for each,
4. y= ? x+2
y= }x-2
Туре:
Number of solutions:
5. y=7-3x
y=7+3x
Туре:
Number of solutions:
6. 2y=6x+8
y=3x+6
Туре:
Number of solutions:
7. y= } (x-6)
y= } (x+2)-4
Туре:
Number of solutions:
8. 9x-18
Туpе:
3x=12
Number of solutions:
9. y=4x-5
8x+y=D3
Туре:
Number of solutions:
Transcribed Image Text:Name: Period L4.1 Parallel, Intersecting or the Same Line On a separate sheet of paper graph the two linear equations in each system on a single coordinate plane and state whether the lines are intersecting, parallel or the same line. 1. y=2x-5 y= -x+3 2. y=4-2x y= -2x+4 3. 3x+2y36 y= - x+1 Determine if the two lines are intersecting, parallel or the same lines by comparing the linear equations in slope-intercept form. Sate how many solutions there will be for each, 4. y= ? x+2 y= }x-2 Туре: Number of solutions: 5. y=7-3x y=7+3x Туре: Number of solutions: 6. 2y=6x+8 y=3x+6 Туре: Number of solutions: 7. y= } (x-6) y= } (x+2)-4 Туре: Number of solutions: 8. 9x-18 Туpе: 3x=12 Number of solutions: 9. y=4x-5 8x+y=D3 Туре: Number of solutions:
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