no solutions
If the graphs of the solutions are coinciding lines, the system of equations has infinitely many solutions. This situation occurs when the equations represent the same line, meaning every point on the line is a solution to the system. Consequently, there is no unique solution, but rather an infinite set of solutions along the coinciding line.
They are coinciding which means they have an infinite number of solutions.
If a system of equations is represented by coinciding lines, it has infinitely many solutions. This occurs because every point on the line satisfies both equations, meaning that there are countless points that are solutions to the system. In this case, the two equations represent the same line in the coordinate plane.
Congruence.
no solutions
They are coinciding which means they have an infinite number of solutions.
If a system of equations is represented by coinciding lines, it has infinitely many solutions. This occurs because every point on the line satisfies both equations, meaning that there are countless points that are solutions to the system. In this case, the two equations represent the same line in the coordinate plane.
To a mathematician there are 2 coinciding solutions although most people would consider theseas one solution.
Parallel or coinciding. Coinciding may not be a good answer in some cases but parallel is safe to say.
y2 there will me many solutions
Congruence.
Identicle in form; coinciding exactly when superimposed
How many solutions does an inconsistent system have
Two things that are coinciding are happening at the same time.
infinitely many solutions :)
Two things that are coinciding are happening at the same time.