5. A small asteroid strikes the surface of Mars and causes a rock to fly upward with a velocity of 26 m/s [52° above the horizontal]. The rock rises to a maximum height and then lands on the side of a hill 12 m above its initial position. The acceleration due to gravity on the surface of Mars is 3.7 m/s². KU TI A (a) Calculate the maximum height of the rock. (b) Determine the time that the rock is in flight. (c) What is the range of the rock?

1. For this series of 3 questions, a jet bike is moving along a straight road with the speed described by the v-s function v(s) = 2. s2/3, (v in [m/s] and sin [m]). Your final goal is to determine the velocity (v) at a specified time. But before that, you need to answer some other questions. 3) determine the velocity (v) when the time t = 7.1 s. Your answer must include 2 places after the decimal point, and the proper unit. Your Answer: Answer units

A 3.1 kg object is initially at rest and is experiencing a net force of magnitude 4.7e^-t/2 N. As time approaches infinity, notice that the net force decays toward 0 N, which tells us that the acceleration is also dropping to 0 m/s^2 (and so the velocity is leveling off to a terminal speed). What is the terminal speed? (Ans.= 3.0 m/s)

DYNAMICS Question 2: While the car in the figure is standing at point A above, it moves downward with a = 0.981-0.013v ^ 2 m / s ^ 2 acceleration. Find Vb, which is the velocity in the existence of point B. The unit of speed is m / s. Please be careful, thank you.

For the following problem please show your step by step process so your thought process can be followed. Please also show a sketch, quantities given, quantities to be found, and boxed answer with units.

Dynamic Lesson: 5 grams of marble balls are first dropped from point A without speed and fall into the box at point C through the AB tube.a) Determine the distance Rb) Find the velocity of the balls when they fell into C box.[g = 9.81 m / s2, neglect the dimensions of the box]

Please draw the vector diagram and explain the process to solving this question (relative velocity)