System of equations, linear. Unique solution, infinite number of solutions, no solution?

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Suppose a set of linear equations are given:

$$2x + 2y + 2kz= 2,$$ $$4x - 4ky + 4z = 8,$$ $$3x - 15y + 15z = 0$$

For what values of $k$ does the system have a

  • unique solution
  • infinite number of solutions
  • no solution
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