Calculating Time Interval for an Adventurous Space Explorer
A cliff on Miranda is 5.00 km high. An adventurous space explorer jumps horizontally off the top of that cliff at 8.50 m/s. For what time interval is he in flight?
The time interval for which the adventurous space explorer is in flight is 588.24 seconds. The student is asking for the time interval for which the adventurous space explorer is in flight after jumping horizontally off the top of a 5.00 km high cliff on Miranda. We can use the equation d = vt to calculate the time interval, where d is the distance the space explorer has travelled, v is the initial velocity, and t is the time.
Since the cliff is 5.00 km high, d is 5.00 km. The initial velocity is 8.50 m/s. Therefore, we can calculate the time interval with the equation:
t = 5.00 km / 8.50 m/s = 588.24 s
What is the time interval for which the adventurous space explorer is in flight?
The time interval for which the adventurous space explorer is in flight is 588.24 seconds.