The solution of the given system of equation is  .
.
Further explanation:
The given system of equations is as follows:

Label the above equations as follows:
 ......(1)
                                      ......(1)
 ......(2)
                         ......(2)
To obtain the solution of the given system of equation use the substitution method.
Substitute the expression  in equation (2) to obtain the value of
 in equation (2) to obtain the value of  .
.

Therefore, the value of  is
 is  .
.
Substitute  for
 for  in equation (1) to obtain the value of
 in equation (1) to obtain the value of  .
.

Therefore, the value of  is
 is  .
.
From the above calculation it is concluded that the solution of the given system of equation is  .
.
Thus, the solution of the given system of equation is  .
.
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Answer details:
Grade: High school
Subject: Mathematics
Chapter: Linear equation
Keywords: Equation, linear equation, degree 1, higest power 1, system of linear equation, solution set, solution, mathematics, substitution method, consistent system , inconsistent system.