Common-Core/ Grade 9
Maths MCQ Based On Use graph to classify a system of equations
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Common-Core Grade 9 - 9 Use graph to classify a system of equations
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If the lines intersect at one point only then the system has one solution and is consistent with an independent solution. If the lines don`t intersect at all then there is no solution and the system is inconsistent. If the lines are co-incident then there are an infinite number of solutions that are consistent and dependent.
If the lines intersect at one point only then the system has one solution and is consistent with an independent solution. If the lines don`t intersect at all then there is no solution and the system is inconsistent. If the lines are co-incident then there are an infinite number of solutions that are consistent and dependent.
The given system of equations intersect at only one point.
If the lines intersect at one point only then the system has one solution and is consistent with an independent solution. If the lines don`t intersect at all then there is no solution and the system is inconsistent. If the lines are co-incident then there are an infinite number of solutions that are consistent and dependent.
Observe The Graph
The system of equations is consistent as they have certain number of solutions.
The given system of equations have only one solution.
The system of equations have only one solution.
If the lines intersect at one point only then the system has one solution and is consistent with an independent solution. If the lines don`t intersect at all then there is no solution and the system is inconsistent. If the lines are co-incident then there are an infinite number of solutions that are dependent.
The given system of equations have no solutions.
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