Answer
$(61.00, 20.00)$
Work Step by Step
Given system is-
$2371x -6552 y$ = $13591$ __ eq.1
$9815x +992 y$ = $618555$ __ eq.2
Solving eq.1 for 'y'-
$6552 y$ = $2371 x-13591$
i.e. $ y$ = $\frac{2371}{6552}x-\frac{13591}{6552}$
i.e. $ y$ = $0.36x - 2.07$ __ eq.3
Solving eq.2 for 'y'-
$992 y$ = $618555-9815x$
i.e. $ y$ = $\frac{618555}{992}-\frac{9815}{992}x$
i.e. $ y$ = $623.54 - 9.89 x$ __ eq.4
Graphing eq.3 and eq.4 we get intersecting lines. Hence using Intersect we get-
$x$= $61.00$ and $y$= $20.00$
i.e. $(61.00, 20.00)$ is the solution of system.
