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The Velocity (Measured in Meters Per Second) of an Air-Dropped $\ge$

Question 3

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The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t $\ge$ 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds.
$The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$

A) 65.6 tanh $The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$
B) 65.6 tanh $The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$
C) $The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$ tanh $The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$
D) $The velocity (measured in meters per second) of an air-dropped container of food and supplies affixed to a parachute is described by the function v(t) = 65.6 tanh(0.19t) , t \ge 3.0, where t is measured in seconds. You are interested in approximating the vertical distance s(t) traveled by the package by time t = 3.10 seconds.Using a step size of h = 0.10 seconds, compute the vertical distance traveled in the first 3.10 seconds. A) 65.6 tanh B) 65.6 tanh C) tanh D) tanh(3.0 + 0.10) E) 65.6 tanh(0.19 × (3.0 + 0.10) )$ tanh(3.0 + 0.10)
E) 65.6 tanh(0.19 × (3.0 + 0.10) )

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The Velocity (Measured in Meters Per Second) of an Air-Dropped ≥\ge≥

The Velocity (Measured in Meters Per Second) of an Air-Dropped $\ge$