Two systems of equations are shown. Which TWO of the following statements each provide sufficient reasoning to show that the systems have the same solution?

Two systems of equations are shown. Which TWO of the following statements each provide sufficient reasoning to show that the systems have the same solution?

• The two equations in the second system are multiples of the two equations in the first system.

  The two equations in the second system are multiples of the two equations in the first system.
  A

• The two constant terms in the second system are multiples of the two equations in the first system.

  The two constant terms in the second system are multiples of the two equations in the first system.
  B

• The graphs of the equations in the first system coincide with the graphs of the equations in the second system.

  The graphs of the equations in the first system coincide with the graphs of the equations in the second system.
  C

• The slopes of the graphs of the equations in the first system are equivalent to the slopes of the graphs of the equations in the second system.

  The slopes of the graphs of the equations in the first system are equivalent to the slopes of the graphs of the equations in the second system.
  D

• The xx-intercepts of the graphs of the equations in the first system coincide with the xx-intercepts of the graphs of the equations in the second system.

  The x -intercepts of the graphs of the equations in the first system coincide with the x -intercepts of the graphs of the equations in the second system.
  E