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Solve the Problem. -The Downward Velocity of a Skydiver Approaches a Maximum Value

Question 11

Multiple Choice

Solve the problem.
-The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second) can be modeled by the function Solve the problem. -The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second)  can be modeled by the function   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t)  at t = 0 to approximate The distance fallen after 5 seconds. A)    B)    C)    D)   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t) at t = 0 to approximate
The distance fallen after 5 seconds.


A) Solve the problem. -The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second)  can be modeled by the function   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t)  at t = 0 to approximate The distance fallen after 5 seconds. A)    B)    C)    D)
B) Solve the problem. -The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second)  can be modeled by the function   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t)  at t = 0 to approximate The distance fallen after 5 seconds. A)    B)    C)    D)
C) Solve the problem. -The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second)  can be modeled by the function   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t)  at t = 0 to approximate The distance fallen after 5 seconds. A)    B)    C)    D)
D) Solve the problem. -The downward velocity of a skydiver approaches a maximum value because of air resistance. The skydiver's velocity (in meters per second)  can be modeled by the function   where t is the time seconds after jumping. Use the second-degree Taylor polynomial for v(t)  at t = 0 to approximate The distance fallen after 5 seconds. A)    B)    C)    D)

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