bradleymaynard89741 bradleymaynard89741
  • 16-02-2024
  • Mathematics
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The curve C has equation y=k(x²+3) , where k is a constant. The line L has equation y=2x+2.
Show that the x-coordinates of any points of intersection of the curve C with the line L satisfy the equation kx²-2x+3k-2=0

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