The solution is (1,0)
Explanation:
The two equations are
and ![3x-16y=3](/tpl/images/0550/8394/2054c.png)
We need to solve the equation using elimination method.
Adding the two equations, we get,
![3x+16y=3\\3x-16y=3\\-------\\6x=6](/tpl/images/0550/8394/93a06.png)
![x=1](/tpl/images/0550/8394/dd2c7.png)
Thus, the value of x is 1
Substituting
in the equation
, we get,
![3(1)+16y=3](/tpl/images/0550/8394/23a07.png)
Simplifying, we get,
![16y=3-3](/tpl/images/0550/8394/92001.png)
![16y=0](/tpl/images/0550/8394/1aa16.png)
![y=0](/tpl/images/0550/8394/08c08.png)
Thus, the value of y is 0.
The solution is (1,0)