Select a figure from amongst the Answer Figures which will continue the same series as established by the five Problem Figures.

Problem Figures:                          Answer Figures:

  (A)     (B)     (C)     (D)     (E)       (1)     (2)     (3)     (4)     (5)

The elements move in the sequence's and alternately.

In one step, the figure gets laterally inverted and one line segment is lost from the upper end of the RHS portion of the figure. In the next step, the figure gets laterally inverted and one line segment is lost from the upper end of the LHS portion of the figure.

In each step, the pin rotates 90 ^oCW and the arrow rotates 90 ^oACW.

The pin rotates 45 ^oCW and 90 ^oCW alternately and moves one space (each space is equal to half-a-side of the square) and two spaces CW alternately. The arrow rotates 90 ^oACW and 45 ^oACW alternately and moves two spaces and one space.

One arc and four arcs get inverted alternately.

In the first step, the ACW end element moves two spaces (each space is equal to half-a-side of the square boundary) in an ACW direction. In the second step, the CW-end element moves three spaces ACW. In the third step, the remaining element moves four spaces ACW. The three steps are repeated to continue the series.

The symbols move in the sequence in the first step. In each subsequent step, the symbols move in the sequence obtained by rotating the previous sequence through 90 ^oACW. Also, in each step, the symbol that reaches the encircled position gets replaced by a new one.

In each step, all the elements move to the adjacent corner (of the square boundary) in a CW direction and the element that reaches the upper-left corner gets vertically inverted.

In each step, one line segment is lost from the CW-end of the outer element and a new line segment appears at the ACW-end. Also, the inner 'L' shaped element rotates 90 ^oCW in each step.

In each step, the first element moves to the third position and gets replaced by a new element; the second and the third elements move to the first and the second positions respectively and the entire figure rotates 90 ^oCW.