Help The roof is a height Labove the ground. VWhich relation can you use to find the timet that the ball is in theair?O 0 = v, sin(0) - gtO 0 = L+ vot -g t2/2O 0 = v, sin(€) - gt²/2O L = v, sin(e) tO L= vo tO 0 = L+ vo sin(0) t - g t²/2O 0 = L+v, sin(0) t + g t²/2O 0 = v, cos(0) - g tO L= v, cos (0) t

The two main equations of kinematics are used here, Distance s = u*t + 1/2*g*t2 and velocity v= u +…

The roof is a height L above the ground. Which relation can you use to find the time t that the ball is in the air? 0 = v, sin(0) - g t O 0 = L+ vot - g t2/2 O 0 = v, sin(e) - g t2/2 O L = vo sin(0) t OL= v, t O 0 = L+ v, sin(0) t - g t²/2 O 0 = L+ v, sin(0) t + g t²/2 O 0 = v, cos(0) -gt OL= v, cos (0) t

The roof is a height L above the ground. Which relation can you use to find the time t that the ball is in the air? 0 = v, sin(0) - g t O 0 = L+ vot - g t2/2 O 0 = v, sin(e) - g t2/2 O L = vo sin(0) t OL= v, t O 0 = L+ v, sin(0) t - g t²/2 O 0 = L+ v, sin(0) t + g t²/2 O 0 = v, cos(0) -gt OL= v, cos (0) t

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter4: Motion In Two And Three Dimensions

Section: Chapter Questions

Problem 82AP: A race car entering the curved part of the track at the Daytona 500 drops its speed from 85.0 m/s to...

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