A man with a parachute jumps at a great height from an airplane moving horizontally. After 10 seconds, he opens his parachute. Find his velocity at the end of 15 seconds and his terminal velocity (i.e., the approximate velocity with which he will float to the ground). Assume that the combined weight of man and parachute is 160 pounds, and the force of the air resistance is proportional to the first power of the velocity, equaling 4v when the parachute is closed and 10v when it is opened

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Chapter1: Units, Trigonometry. And Vectors
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A man with a parachute jumps at a great height from an airplane moving
horizontally. After 10 seconds, he opens his parachute. Find his velocity
at the end of 15 seconds and his terminal velocity (i.e., the approximate
velocity with which he will float to the ground). Assume that the
combined weight of man and parachute is 160 pounds, and the force of
the air resistance is proportional to the first power of the velocity,
equaling 4v when the parachute is closed and 10v when it is opened
Transcribed Image Text:A man with a parachute jumps at a great height from an airplane moving horizontally. After 10 seconds, he opens his parachute. Find his velocity at the end of 15 seconds and his terminal velocity (i.e., the approximate velocity with which he will float to the ground). Assume that the combined weight of man and parachute is 160 pounds, and the force of the air resistance is proportional to the first power of the velocity, equaling 4v when the parachute is closed and 10v when it is opened
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