What are the characteristics of simultaneous equations
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2) The set of values of two variables x and y which satisfy each equation in the system of equations is called the solution of simultaneous equations. The solutions of two variable linear simultaneous equations may be – i) Infinitely many, ii) An unique solution, or iii) No solution.
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The characteristics of simultaneous equations are as follows:
- Simultaneous Equations are mainly two equations.
- Moreover, the equations are each with the same two unknowns and it requires algebraic skills to find the character values of the equations.
- Hence, that is why, they are called Simultaneous Equations as the equations are solved together at the same time.
- Also, the most common type of simultaneous equations is linear equations, non-linear equations, polynomials, quadratic equations, etc.
- Simultaneous equations are defined as a system of equations with unknown variables solved at the same time. They are also known as the system of equations.
- The four methods to solve Simultaneous Equations are elimination, substitution, graphical and matrix methods.
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