The position of a baseball (in ft) is represented by r(t) = 502ti + (3 +...

 

Transcribed Image Text:

The position of a baseball (in ft) is represented by r(t) = 50√2ti + (3 + 50√2t - 16t2)j. Find the arc length of the trajectory (flight) of the baseball. (Let t = 0 represent when the ball is hit. Let j = 0 be ground level. Round your answer to one decimal place.) ft The position of a baseball (in ft) is represented by r(t) = 50√2ti + (3 + 50√2t - 16t2)j. Find the arc length of the trajectory (flight) of the baseball. (Let t = 0 represent when the ball is hit. Let j = 0 be ground level. Round your answer to one decimal place.) ft