The collar A shown slides along the rotating rod OB. The angular position of the rod is given by = O a. v=3035.5 in./s² O b. v= 31.5 in./s² Ос v=67.0 in./s² O d. v 1 366.6 in./s² O e. v=20 451.4 in./s² O f. v=8 663.7 in./s² O g. v = 9.0 in./s² Oh. v 14.0 in./s² t3 rad, and the distance of the collar from O varies as R = 18t4 + 4 in., where time is measured in seconds. Determine the acceleration of the collar at t = 1.

The collar A shown slides along the rotating rod OB. The angular position of the rod is given by = O a. v=3035.5 in./s² O b. v= 31.5 in./s² Ос v=67.0 in./s² O d. v 1 366.6 in./s² O e. v=20 451.4 in./s² O f. v=8 663.7 in./s² O g. v = 9.0 in./s² Oh. v 14.0 in./s² t3 rad, and the distance of the collar from O varies as R = 18t4 + 4 in., where time is measured in seconds. Determine the acceleration of the collar at t = 1.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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