Answer:
The value of x=10.5 and y=3.5.
Explanation:
Given : Equations
and

To find : Solve the system using elimination?
Solution :
Equitation 1 -

Equation 2 -

Eliminate y from both the equation by adding them,




Eliminate x by multiplying (2) by 3 and subtract from (1),




Therefore, The value of x=10.5 and y=3.5.