MARKING BRAINLIEST PLZ HELP! You are given the following five lines:
Line 1: y=-2x + 9
Line 2: y= 1/2x + 1
Line 3: y= 2x + 2
Line 4: 6x - 3y = 6
Line 5: 4x + 2y = 4

Part A: Which two lines could be used to create a system of equations that has no solution? Explain your answer

Part B: Which two lines could be used to create a system of equations that has many solutions? Explain your answer

Part C: Which two lines could be used to create a system of equations that has one solution? Explain your answer

Question

07-01-2021
Mathematics

Answered

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MARKING BRAINLIEST PLZ HELP! You are given the following five lines:
Line 1: y=-2x + 9
Line 2: y= 1/2x + 1
Line 3: y= 2x + 2
Line 4: 6x - 3y = 6
Line 5: 4x + 2y = 4

Part A: Which two lines could be used to create a system of equations that has no solution? Explain your answer

Part B: Which two lines could be used to create a system of equations that has many solutions? Explain your answer

Part C: Which two lines could be used to create a system of equations that has one solution? Explain your answer

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Bxriiidn Bxriiidn · Answer 1 · 2021-01-07T13:06:43-05:00

Bxriiidn Bxriiidn

07-01-2021

Part A:

lines y=-2x+9 and 4x+2y=4 can be used to create a system of equation that has no solution because none of the lines intercept on a graph.

Part B:

lines y=2x+2 and 6x-3y=6 can be used to create a system of equation that has infinitely many solutions because again none of the lines intercept on a graph

Part C:

The lines y=1/2x+1 and 4x+2y=4 can be used to create a system of equations with one solution because on a graph both lines intersect at one point.

The Graphs Are Shown Below.

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Barry-

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