Correct Answer is: (a, b, c, & d)
Let T = tension in the string,
F = force of friction between C and P.
If the string is under tension, the acceleration of C to the right = acceleration of P to the left = a.
T + F = m1a F - T = m2a
∴ T = 1/ 2 (m1 - m2) a or T > 0 if m1 > m2.
If m1 < m2, T becomes < 0, i.e., it becomes slack.
If m1 = m2, T = 0.