A balloon starts rising upwards with constant acceleration 15 m/s2 and after 10 s, a packet is dropped from it. The packet reaches the ground after t0 sec. Determine the value of t0 (in sec). Take g=10 m/s2 and √15=3.87.

A balloon starts rising upwards with constant acceleration 15 m/s2 and

1.	A balloon starts rising upwards with constant acceleration 15 m/s2 and after 10 s, a packet is dropped from it. The packet reaches the ground after t0 sec. Determine the value of t0 (in sec). Take g=10 m/s2 and √15=3.87.
Answer» A balloon starts rising upwards with constant acceleration $15 {m/s}^{2}$ and after $10 s$ , a packet is dropped from it. The packet reaches the ground after $t_{0} sec$ . Determine the value of $t_{0}$ (in sec). Take $g = 10 {m/s}^{2}$ and $\sqrt{15} = 3.87$ .

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A balloon starts rising upwards with constant acceleration 15 m/s2 and after 10 s, a packet is dropped from it. The packet reaches the ground after t0 sec. Determine the value of t0 (in sec). Take g=10 m/s2 and √15=3.87.

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