Show graphically that each one of the system of equations has infinitely many solutions x-2y=5 and 3x-6y= 15
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When the two lines are drawn on the same graph, it can be seen that one is lying on top of the other.
The blue line is for x - 2y = 5
The red line is for 3x - 6y = 15
Since the graphs give solutions at the points of intersection of two lines, we can say that these two lines are intersecting at infinite number of points.
therefore;
x - 2y = 5
and
3x - 6y = 15
have infinite number of solutions.
The blue line is for x - 2y = 5
The red line is for 3x - 6y = 15
Since the graphs give solutions at the points of intersection of two lines, we can say that these two lines are intersecting at infinite number of points.
therefore;
x - 2y = 5
and
3x - 6y = 15
have infinite number of solutions.
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Step-by-step explanation:
When the two lines are drawn on the same graph, it can be seen that one is lying on top of the other.
The blue line is for x - 2y = 5
The red line is for 3x - 6y = 15
Since the graphs give solutions at the points of intersection of two lines, we can say that these two lines are intersecting at infinite number of points.
therefore;
x - 2y = 5
and
3x - 6y = 15
have infinite number of solutions.
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