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Two light springs of force constants k1 and k2 and a block of mass m are in one line AB on a smooth horizontal table such that one end of each spring is on rigid supports and the other end is free as shown in Fig. 1.11. The distance CD between the free ends of the springs is 60 cm. If the block moves along AB with a velocity 120 cm/s in between the springs, calculate the period of oscillation of the block. (k1 = 1.8 N/m, k2 = 3.2 N/m, m = 200 g).

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The time period of oscillation of the block = time to travel 30 cm to the right from midpoint of CD + time in contact with the spring k2 + time to travel DC (60 cm) to the left + time in contact with spring k1 + time to travel 30 cm to the right from C

by (20 points)
why did you used 1/2 over there

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