-2x-4y=6;16y=-8x-24

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Solution for -2x-4y=6;16y=-8x-24 system of equations: 


  • /| -2*x-(4*y)-6 = 0| 16*y-(-8*x)+24 = 0
  • We try to solve the equation: -2*x-(4*y)-6 = 0
  • -2*x-4*y-6 = 0 // + -2*x-6
  • -4*y = -(-2*x-6) // : -4
  • y = (-(-2*x-6))/(-4)
  • y = (6-(-2*x))/(-4)
  • We insert the solution into one of the initial equations of our system of equations
  • We get a system of equations:
  • /| 16*((6-(-2*x))/(-4))-(-8*x)+24 = 0| y = (6-(-2*x))/(-4)
  • (16*(2*x+6))/(-4)+8*x+24 = 0
  • 24-24 = 0
  • 0 = 0
  • The system of equations has infinitely many solutions

 

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