x-(y/4)=-1;(-x/6)+(y/18)=(1/3)

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Solution for x-(y/4)=-1;(-x/6)+(y/18)=(1/3) system of equations:


  • /| x-(y/4)+1 = 0| y/18-x/6-(1/3) = 0
  • We try to solve the equation: x-(y/4)+1 = 0
  • x-1/4*y+1 = 0 // - x+1
  • -1/4*y = -(x+1) // : -1/4
  • y = (-(x+1))/(-1/4)
  • y = 4*(x+1)
  • We insert the solution into one of the initial equations of our system of equations
  • We get a system of equations:
  • /| (4*(x+1))/18-x/6-(1/3) = 0| y = 4*(x+1)
  • (4*(x+1))/18-x/6-1/3 = 0
  • 1/18*x-1/3+2/9 = 0
  • 1/18*x-1/9 = 0
  • 1/18*x-1/9 = 0 // + 1/9
  • 1/18*x = 1/9 // : 1/18
  • x = 1/9/1/18
  • x = 2
  • We insert the solution into one of the initial equations of our system of equations
  • For y = 4*(x+1):
  • y = 4*(1+2)
  • y = 3*4
  • y = 12
  • We get a system of equations:
  • /| y = 12| x = 2

 

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