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Answered

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I need help with this topic, an explanation of how you got the answer would be very much appreciated, Thanks :)

( I attached pictures )

I Need Help With This Topic An Explanation Of How You Got The Answer Would Be Very Much Appreciated Thanks I Attached Pictures class=
I Need Help With This Topic An Explanation Of How You Got The Answer Would Be Very Much Appreciated Thanks I Attached Pictures class=

Sagot :

chetankachana

Answer:

No Solutions

Step-by-step explanation:

Hello!

We can approach this system using the Elimination method. Since the coefficients of the the x terms are the same, we should vertically subtract the two equations.

Subtract

  • [tex]\left \{ {{y=9x - 5} \atop {y = 9x + 6}} \right.[/tex]
  • [tex]-\left \{ {{y=9x - 5} \atop {y = 9x + 6}} \right.[/tex]
  • [tex]-\left \{ {{y=9x - 5} \atop {y = 9x + 6}} \right.\\0 = 0 -1 1[/tex]
  • [tex]0 \neq -11[/tex]

Since 0 does not equal to -11, there are no solutions to the system.

We can also look at this graphically. The two lines have the same slope but different y-intercepts, meaning that they would be parallel lines with no intersection. If there is no intersection, there are no solutions.
the answer no solutions ! bc there’s literally no solution
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