plane in the below figure is travelling at a horizontal speed of 67.22 m/s. he horizontal distance of to the mountain climbers of 425.0 m and the e height of 235 m (above the mountain climbers), what must be the Final m/s) as the supply reaches the mountain climbers?

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Chapter1: Units, Trigonometry. And Vectors
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The airplane in the below.figure is travelling at a horizontal speed of 67.22 m/s.
Given the horizontal distance of to the mountain climbers of 425.0 m and the
airplane height of 235 m (above the mountain climbers), what must be the Final
Speed (m/s) as the supply reaches the mountain climbers?
Thrown upward?
(v,0> 0)
235 m
Thrown downward?
(2,0<0)
125 m
Transcribed Image Text:The airplane in the below.figure is travelling at a horizontal speed of 67.22 m/s. Given the horizontal distance of to the mountain climbers of 425.0 m and the airplane height of 235 m (above the mountain climbers), what must be the Final Speed (m/s) as the supply reaches the mountain climbers? Thrown upward? (v,0> 0) 235 m Thrown downward? (2,0<0) 125 m
The airplane in the below figure is travelling at a horizontal speed of 72.70 m/s.
Given the horizontal distance of to the mountain climbers of 425.0 m and the
airplane height of 235 m (above the mountain climbers), what is the direction of the
Final Velocity (Angle in DEGREES, measured from the horizontal, counter-clockwise
positive) as the supply reaches the mountain climbers?
Thrown upward?
(2, o> 0)
235 m
Thrown downward?
425 m
Transcribed Image Text:The airplane in the below figure is travelling at a horizontal speed of 72.70 m/s. Given the horizontal distance of to the mountain climbers of 425.0 m and the airplane height of 235 m (above the mountain climbers), what is the direction of the Final Velocity (Angle in DEGREES, measured from the horizontal, counter-clockwise positive) as the supply reaches the mountain climbers? Thrown upward? (2, o> 0) 235 m Thrown downward? 425 m
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