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No solution - lines dont intersect
y= 2x+2 y =2x+4
One solution - intersect once
y=2x+2 y =4x-2
Infinite solution - same line
y=2x+2 and y=2x+2

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No Solution- the lines will never intersect. (2x + 1 = 2x + 1)
One solution- the lines will only intersect once (2x + 3 = 17)
Infinite Solutions- the 2 lines are the same line. (2x+1 = 2x+1)

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No Solution- There is no answer to the problem.
One olution-  It has two lines that intersect at one point.
Infinite Solutions- There are multiple solutions of the problem.

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No solution - when the lines are the same, parallel lines. 3x + 2=3x + 2
One solution - intersecting lines.

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No solution: The lines never intersect each other for example y=3.5+25, and 16x-6.5y=9.65

1 solution is when the points intersects at only 1 point like x^5=10

Infinite solution: This is when any number you type into the variable, makes the equation true. Example: 9x+4=9x+4

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No solutions - parallel lines that never touch: 3x - 4 = 3x - 2

One solution - intersecting lines: 2x + 3 = 7

Infinite solutions - two of the same line: 2x + 3 = 2x + 3

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No solution are lines that never intersect.
Example. y=5x+4 and y=5x+9
One solution are lines that will intersect at one point
y=3x+4 and y=4x+5
Infinite solutions are lines that are the same
y=4x+9 y=4x+9

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No solution is when that lines are parallel (  don't intersect).
One solutions is when the lines will only intersect once.
Infinite means that they are the same line and the overlap at every point.

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No Solution - lines will never intersect
Ex. y=2x+1, y=2x-4
One Solution- the lines will cross at one point
Ex. y=2x+4, y=-2x+4
Infinite Solution- lines run on top of each other
Ex. y=5x+5, y=5x+5

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No solution: there is no answer
example: 2x + 3 = 2x + 7

one solution: a solution is  smaller than those in either a colloid
example : x² = 4

Infinite Solution: any variable would make the equation true
example: 2x + 3 = 2x + 3

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No solution- parallel  lines
6x-3y=3, 2x-y=4
One solution- lines that cross each other
3x-y=7, 2x+3y=1
infinite solutions-lines that are on top of each other
y=9x+3, y=9x+3

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No Solution- Parallel lines. Ex. y=2x+1,  y=2x-5
One solution- lines that intersect at one point. Ex. y=3x+2 y=-3x+2
Infinite solutions- Lines that are exactly the same.
Ex. y=6x+4 y=6x+4

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No Solution : They never intersect 11+3x-7 = 6x+5-3x.

1 solution - intersect at one point. −6(x+7)=−4x−2

Infinite solution : Same line

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NO SOLUTION- parallel lines
One Solution- Perpendicular
Infinite Solution- Same line.

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No solutions is when they are parallel lines, which never cross. y=2.5x+.35, 16x-5.6y=-9.65

Infinite solutions is when the lines are the same line and have the same coordinates.
2x + 3 = x+x+3

One solution is when the problem has one coordinate solution that can make the problem complete and it can only be that one solution, nothing else can solve it.

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No solution -  Lines on a graph that are parallel and never intersect each other like y=7x+3 and y=7x+5
One solution -  is 2 lines on a graph that intersect at a given point like y=4x-3 and y=7x+4.
Infinite solution - 2 lines on a graph that are on top of each other or are most likely the same line like y=10x+4 and y=10x+4

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No  Solutions - they never cross
1 solution - 2 lines intersect at one point
Infinite solutions - Same lines.

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Infinite solution is where lines never touch and are parallel.
One solution is where

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No Solution- two lines never touch each other.
8x+7y=10  9x+10y=14
One Solution - two lines touch at 1 point only
x+y=5  x+7y=4
Infinite Solutions- more then likely the same line, they are on top of one another.
x+y=3 x+y=

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No solution - two lines are always parallel to each other. y=3.5x + .25, 14x-4y=-4.5
One solution - when the two lines intersect with each other to meet at one point. y+x=3, y-x=1
Infinite solution - when the two lines are the exact same y=2x+1, -4x+2y=2

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*No solution- The lines never intersect (x+y=1) (x+y=0)

*1 solution- only intersect at one point (x-y=-1) (3x+y=9) This hits point 2,3

*Infinite- They have the same line when graphed (2x-2y=0) (x-y=0)

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no solutions - never cross eachother and have an ordered pair. I I
one solution- a pair of lines that intersect at one point (2,3)
infinite solutions- same line as each other y = 2x+1 & 2y = 4x +2