Question 416979


{{{3x + 5y = -5}}} 

{{{-6x -10y = -10}}}

*[invoke solving_linear_system_by_elimination 3, 5, -5, -6, -10, -10]

check also with graph


{{{3x + 5y = -5}}}...solve for {{{y}}} 

{{{5y =-3x -5}}}

{{{y =-(3/5)x -1}}}


{{{-6x -10y = -10}}}.........solve for {{{y}}} 


{{{-10y =6x -10}}}

{{{y =(6/-10)x -10/-10}}}


{{{y =-(3/5)x +1}}}

{{{ graph( 500, 500, -10,10, -10, 10, -(3/5)x -1, -(3/5)x +1) }}}

From the graph, we can see that the two lines are parallel and will never intersect. So there are no solutions and the system is {{{inconsistent}}}.