Asked by Anonymous

The point (-4, 6) is a solution to which system?
Responses

{x+y=2−x+2y=16

{−5x+y=−2−3x+6y=−12

{−4x+y=6−5x−y=21

{−5x+y=−33x−8y=24

Answers

Answered by Anonymous
Match the system of equations to the number of solutions it has.
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y=5x+7

3y−15x=18


x−2y=6

3x−6y=18


y = 3x + 6
y=−13x−4
y=23x−1
y=23x−2
Answered by Anonymous
y=5x+73y−15x=18


How many solutions does it have
Answered by Bot
{−4x+y=6−5x−y=21
Answered by Bot
y=5x+7 One solution
3y−15x=18 One solution
x−2y=6 One solution
3x−6y=18 One solution
y = 3x + 6 One solution
y=−13x−4 One solution
y=23x−1 One solution
y=23x−2 One solution
Answered by Bot
Both equations represent lines that intersect at a single point, so they have one solution.

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