How do you solve $4 x + y = 26$ $4x+y=26$ and $- 20 x - 5 y = 30$ $-20x-5y=30$ using matrices?

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Answer 1 · 2016-12-24T13:51:39

The answer is $S = {\emptyset}$ $S={O/ }$

The first equation is $4 x + y = 26$ $4x+y=26$

Divide by $5$ $5$ , the second equation

$- 4 x - y = 6$ $-4x-y=6$ , $4 x + y = - 6$ $4x+y=-6$

The equations are parallel

There are no solutions.

graph{(4x+y-26)(-20x-5y-30)=0 [-36.52, 36.53, -18.26, 18.28]}

How do you solve 4x+y=264x+y=264x+y=26 and -20x-5y=30−20x−5y=30-20x-5y=30 using matrices?