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A system of linear equation may not have Mark only one oval Exactly one solution No solution Infinitely many solution Exactly two solution

A system of linear equation may not have Mark only one oval Exactly one solution No-example-1
User Dshefman
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1 Answer

4 votes

Solution

- The system of linear equations is a combination of lines on a graph. The solution to these equations is usually the intersection of all the lines no matter how many they are.

- Thus, all the linear equations in the system have a singular solution where they intersect. If the lines do not intersect, then they do not have a solution and if the lines lie on top of each other for all values of x, then, the system of linear equations have infinitely many solutions.

- The only impossibility is for there to be exactly 2 solutions to the linear equation

Final Answer

The answer is EXACTLY TWO SOLUTIONS

User Zyga
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