- 10 Here Is The Position Function For Projectile Motion On The Planet Glorg Gravity Is Different G 8 M S R T 1 (19.14 KiB) Viewed 11 times
(#10) Here is the position function for projectile motion on the planet Glorg (gravity is different: g= 8 m/s²!): r(t) =
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(#10) Here is the position function for projectile motion on the planet Glorg (gravity is different: g= 8 m/s²!): r(t) =
(#10) Here is the position function for projectile motion on the planet Glorg (gravity is different: g= 8 m/s²!): r(t) = (to cos (0) * t, -4t² +vo sin (0) t+30). * Suppose we have up = 16√3 m/sec and 0= 60°. The ball is launched from (0, 30)= (0, 28) m. (a) [2 pts.] Find the value of t which corresponds to the amount of time it takes the ball to hit the ground. (b) [2 pts.] Find the value of t which corresponds to the highest altitude of the ball.