Answer:
Solution to pair of linear equations
Explanation:
Subtract second equation from the first
![3x-8y=29\\3x+ y=-2\\](https://img.qammunity.org/2020/formulas/mathematics/high-school/oee3y4asz9cz8mqgftbpt9udg1d5jbyo05.png)
subtraction eqn 2 from 1 we get
![(3x-3x)+(-8y-y) = (29-(-2))\\-9y=31\\y=-(31)/(9) \\y= - 3.44](https://img.qammunity.org/2020/formulas/mathematics/high-school/up46zgkv2p9mwp8020dzrugu9t8rtogls0.png)
In order to find the value of x we will put this value of y in anyof the above equation and solve it for x
![3x-(31)/(9) = -2\\3x=-2+(31)/(9) \\3x=(-18+31)/(9) \\3x=(13)/(9) \\x=(13)/(9*3) \\x=(13)/(27) \\x=0.4814](https://img.qammunity.org/2020/formulas/mathematics/high-school/5k353bnkd838sspw2i52f1ghxlqvkrqy4x.png)
The Correct answer which is solution two the above linear pair of equations is
x=0.4814
y=-0.344