A small airplane flying horizontally with a speed of 147 mi/hr at an altitude of 390 ft above a remote valley drops an emergency medical package at A. The package has a parachute which deploys at B and allows the package to descend vertically at the constant rate of 4.5 ft/sec. If the drop is designed so that the package is to reach the ground 59 seconds after release at A, determine the horizontal lead L so that the package hits the target. Neglect atmospheric resistance from A to B. B Target- L 147 mi/hr A 390'

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Chapter1: Units, Trigonometry. And Vectors
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A small airplane flying horizontally with a speed of 147 mi/hr at an altitude of 390 ft above a remote valley drops an emergency
medical package at A. The package has a parachute which deploys at B and allows the package to descend vertically at the constant
rate of 4.5 ft/sec. If the drop is designed so that the package is to reach the ground 59 seconds after release at A, determine the
horizontal lead L so that the package hits the target. Neglect atmospheric resistance from A to B.
B
Target-
Part 1
Calculate the time t₁ at which the parachute opens.
B.
Target-
Answer: t₁ =
i
L
sec
147 mi/hr
147 mi/hr.
390'
390'
Transcribed Image Text:A small airplane flying horizontally with a speed of 147 mi/hr at an altitude of 390 ft above a remote valley drops an emergency medical package at A. The package has a parachute which deploys at B and allows the package to descend vertically at the constant rate of 4.5 ft/sec. If the drop is designed so that the package is to reach the ground 59 seconds after release at A, determine the horizontal lead L so that the package hits the target. Neglect atmospheric resistance from A to B. B Target- Part 1 Calculate the time t₁ at which the parachute opens. B. Target- Answer: t₁ = i L sec 147 mi/hr 147 mi/hr. 390' 390'
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