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Suppose an Eight-Pound Object Is Dropped from a Height of 5000

Question 2

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Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places.


A) Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places. A)    B)    C)  0.8018   D)    E)
B) Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places. A)    B)    C)  0.8018   D)    E)
C) 0.8018 Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places. A)    B)    C)  0.8018   D)    E)
D) Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places. A)    B)    C)  0.8018   D)    E)
E) Suppose an eight-pound object is dropped from a height of 5000 feet, where the air resistance is proportional to the velocity. Write the velocity as a function of time if its velocity after 7 seconds is approximately -75 feet per second. Use a graphing utility or a computer algebra system. Round numerical answers in your answer to four places. A)    B)    C)  0.8018   D)    E)

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