The velocity of an airplane flying into a headwind is given by v(t) = 30 (25-t2)...

 

 

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The velocity of an airplane flying into a headwind is given by v(t) = 30 (25-t2) mi/hr for 0 st≤4 hr. Assume that s(0) = 0. a. Determine the position function for Osts4. b. How far does the airplane travel in the first 3 hr? c. How far has the airplane traveled at the instant its velocity reaches 450 mi/hr? a. Determine the position function for 0 st≤ 4. -10t² s(t)=750t 10t b. In the first 3 hr, the airplane travels 1980 mi. (Simplify your answer.) c. When the velocity reaches 450 mi/hr, the airplane has traveled mi. (Do not round until the final answer. Then round to two decimal places as needed.) The velocity of an airplane flying into a headwind is given by v(t) = 30 (25-t2) mi/hr for 0 st≤4 hr. Assume that s(0) = 0. a. Determine the position function for Osts4. b. How far does the airplane travel in the first 3 hr? c. How far has the airplane traveled at the instant its velocity reaches 450 mi/hr? a. Determine the position function for 0 st≤ 4. -10t² s(t)=750t 10t b. In the first 3 hr, the airplane travels 1980 mi. (Simplify your answer.) c. When the velocity reaches 450 mi/hr, the airplane has traveled mi. (Do not round until the final answer. Then round to two decimal places as needed.)

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To determine the position function Since speed is the derivative of role we need to ... View the full answer