Answer
$(2.85, 1.36)$
Work Step by Step
Given system is-
$-435x +912 y$ = $0$ __ eq.1
$132x +455 y$ = $994$ __ eq.2
Solving eq.1 for 'y'-
$912 y$ = $435 x$
i.e. $ y$ = $\frac{435}{912}x$
i.e. $ y$ = $0.48x $ __ eq.3
Solving eq.2 for 'y'-
$455 y$ = $994-132x$
i.e. $ y$ = $\frac{994}{455}-\frac{132}{455}x$
i.e. $ y$ = $2.18 - 0.29 x$ __ eq.4
Graphing eq.3 and eq.4 we get intersecting lines. Hence using Intersect we get-
$x$= $2.848$ and $y$= $1.358$
i.e. $(2.85, 1.36)$ is the solution of system.