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- Problem: A force of 600 Newtons acts on a ball for 1.5 seconds after being hit by a volleyball player. Answer the following questions and write a proper solution: A. What is the change in momentum of the ball? B. If the ball has a mass of 275 grams, what is its velocity?Conservation of momentum prediction We’re going to have another elastic collision with cart 2 initially stationary, but now cart 1 will be four times as massive as cart 2. If cart 1 approaches with a velocity of v1i, what will be v1f, the velocity of cart 1 after the collision? What will be v2f, the velocity of cart 2 after the collision? Again, use either conservation rules or the CM-frame to solve for values of v1f and v2f in terms of v1i. Give the prediction based on terms of V1i?(a) Find the momentum of a asteroid heading towards Earth at 30.0 km/s. (b) Find the ratio of this momentum to the classical momentum. (Hint: Use the approximation that at low velocities.)
- A. Carl (person 1) walks 100 m North and 300 m East 45 degrees NE. How many meters the distance traveled by Carl? How many meters is the displacement? B. If you calculated the displacement. Then what is the velocity? If carl (person 1) walks 400 m. In 3 minutes C. Both Carl and Kim (person 2) have walk the same distance, the same displacement and the same velocity If the Carl has mass of 50 kgs. And the kim has mass of 65 kgs. Which person has a greater momentum?a.) If an object is already moving and you applied another force parallel to it and with the same direction, does this mean that another counter force will be generated? Explain. b.) Considering question (a), what if you applied a force lower than the force of momentum (and gravity, etc.) on the object, will it generate a counter force? Explain. c.) On our activity, pushing the object at rest generates a counter force. How is this?Shows a cube at rest and a small object heading toward it. (a) Describe the directions (angle θ1) at which the small object can emerge after colliding elastically with the cube. How does θ1 depend on b, the so-called impact parameter? Ignore any effects that might be due to rotation after the collision, and assume that the cube is much more massive than the small object. (b) Answer the same questions if the small object instead collides with a massive sphere.
- In projectile motion and free falling body, (a) How does Vy behave with t. (b) Compare this with the behavior of Vx with t. (c) Explain this behavior of Vy with t from a physical perspectiveFor the distribution of particles appearing in the plane of the figure, all particles have the same mass m. Determine: a) The coordinates of the center of mass of the systemb) The coordinates in which a fourth particle of mass 2m must be placed so that the center of mass of the new system moves to the origin of coordinates.Given two balls, each of mass m, traveling together at speed v, what is the total linear momentum of this two-ball system? What is the total kinetic energy? B.If the balls from the previous question strike three stationary balls (as in your previous tests), what is the total linear momentum of the ball(s) that are in motion after the collision? What is the total kinetic energy? C. Is it possible for two balls (mass m each, speed v) to strike a line of balls and have a single ball (mass m) “scatter” from the other end of the line with twice the speed (speed 2v)? What would be the momentum of the single ball? What would its kinetic energy be?
- The Deep Space 1 spacecraft’s ion engine produced an average thrust of 37 mN and was fired for atotal of 16000 hours. The mass of the spacecraft was 450 kg.(a) Assuming this thrust was the only force acting on it, what was the spacecraft’s rate ofacceleration?(b) By how much was its velocity changed over this time period?Consider the following measurements of mass and speed for an object, use this formula to determine the momentum uncertainty of the object expressing your answer in g•m/s. Valentina, a Russian cosmonaut, exits her ship for a space walk. When she is 15 m from the ship and floating motionless, her tether catches on a sharp piece of metal and is severed. Valentina quickly reacts by tossing her 2 kg camera away from the spaceship with a speed of 12 m/s. a). How fast will Valentina, whose combined mass with spacesuit is 188 kg, float toward the spaceship? (Round answer to nearest hundredth). b) Assuming that the space ship remains at rest with respect to her, How long (in seconds) will it take for her to float back to the ship ?