
In the following exercises, determine if the following points are solutions to the given system of equations.
328.
(a)
(b)

(a)
If the given point is a solution of given system of equations.
Answer to Problem 328RE
Point
Explanation of Solution
Given information:
A system of equation is given as
A point is given as
Calculation:
As we know that a system of equation is consists two or more individual equation clubbed together.
The solution to the system of linear inequalities is the set of points whose coordinates satisfy all the equation in the system.
We have been given a system of equation as
Also a point is given as
Let us take first equation from the given system of equation.
Putting
Let us take first equation from the given system of equation.
Putting
Since, point
Therefore, we can say that point

(b)
If the given point is a solution of given system of equations.
Answer to Problem 328RE
Point
Explanation of Solution
Given information:
A system of equation is given as
A point is given as
Calculation:
As we know that a system of equation is consists two or more individual equation clubbed together.
The solution to the system of linear inequalities is the set of points whose coordinates satisfy all the equation in the system.
We have been given a system of equation as
Also a point is given as
Let us take first equation from the given system of equation.
Putting
Let us take first equation from the given system of equation.
Putting
Since, point
Therefore, we can say that point
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