Answer
$(\frac{-6}{45},\frac{43}{45})$
Work Step by Step
Multiplying equation 1 by -3 and equation 2 by 4, we get:
$-12b-9m=9$ and $12b+44m=52$
Adding both equations, we get $35m=43$ and thus $m=\frac{43}{35}$ (Elimination)
Substituting the value of x in the original equation 1: $4b+3\times \frac{43}{35}=3$
This becomes $4b=3-\frac{129}{35}=\frac{-24}{35}$ and $b=\frac{-6}{35}$
Thus, we get $(\frac{-6}{45},\frac{43}{45})$ as a solution.
