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- An 8.24 kg mass moving east at 17.2 m/s on a frictionless horizontal surface collides with a 11.4 kg mass that is initially at rest. After the collision, the 8.24 kq mass moves south at 2.06 m/s. What is the magnitude of the velocity of the 11.4 kg mass after the collision? Submit Answer Tries 0/90 What is the angle relative to the east? Submit Answer Tries 0/90 What percentage of the initial kinetic energy is lost in the collision? Do not enter units. Submit Answer Tries 0/9025. Suppose a cart with mass m and low-friction wheels is moving to the right at an initial speed of v just before it hits a cart with mass 2m. After the collision, the first cart rebounds to the left with a speed of Assume each cart receives zero net momentum from any external interactions (such as gravitational and contact interactions) other than their collision interaction. (a) What impulses did the collision interaction deliver to each cart? Express the impulses' directions as "left" or "right" and their magnitudes as multiples of m right ward or e tward lett war The impulse delivered to the light cart is mvo(Click to select) vol (Click to select) . htunrd or The impulse delivered to the massive cart is m|vo (b) From this, Infer the massive cart's final velocity v (express its magnitude in terms of o and its direction as being "left" or "right"). nighturrd or leftward The massive cart's velocity is oll(Click to select) Hints Hint H12. A 'small' asteroid with a mass of 1000kg is moving through deep space with a constant velocity of 30 m/s. Suddenly the small asteroid collides with a large asteroid possessing a mass of 10,000kg. The large asteroid was initially at rest and the collision causes the small mass to become completely embedded within the larger one so that they are now one combined mass. a. What is the speed of the combined mass system after the collision? b. How many Joules of energy were lost due to the collision?
- 3 - A bomb of mass M with initial velocity vo and suddenly explodes to two fragments of mass M/3 and 2M/3 as shown in the figure. The explosion was not elastic and the gain in the energy equals Q = -SMvz. Find the velocities of the two fragments after the explosion. [Assume that vo, vị and vz all on the same axis] (1.5) V2 2M M1. A projectile of mass m = target of mass M = projectile-target combination has a speed V of 0.2kg and initial speed v; = 200 ms-1 hits a stationary 2kg and gets imbedded in it. Immediately after the collision the (a) V = 18.2 ms-1 (b) V = 20.0 ms-1 (c) V = 60.3 ms-1 (d) V = 63.2 ms-1A 18.3kg object, initially at rest, explodes into 3 pieces! After the explosion, Piece A (3.3kg) is moving 6m/s at an angle 64° North of East. Piece B (7.6kg) is moving 3.4m/s at an angle 76° South of West. The third piece, Piece C, is not shown after the explosion. Object (initial) Piece A (final) Piece B (final) Piece C (final) |p|x unit What is the mass of Piece C? unit v How fast did Piece C move after the explosion? unit What direction did Piece C move after the explosion? Iply unit before after B A W+ N ·50 S E
- 2. A 62 kg student stands on a 36 kg cart that is free to move in any direction. The cart and student are moving together with a velocity of 2.7 m/s [S]. The student then starts to walk so that her velocity is 3.1m/s [ E25oN] relative to the floor. Calculate the new velocity of the cart.Needs Complete typed solution with 100 % accuracy.A radioactive nucleus at rest decays into a second nucleus, an electron, and a neutrino. The electron and neutrino are emitted at right angles and have momenta of pe = 8.95×10-23 kg-m/s and Py = 6.18x10-23 kg. m/s, respectively. (Figure 1) Figure Pnuc (nuc) +y 0 Onuc Pv Pe Part A Determine the magnitude of the momentum of the second (recoiling) nucleus. Express your answer to three significant figures and include the appropriate units. Pnuc = Submit Part B ■ μÅ Value Request Answer Pearson Units Review | Constan ?
- An angry rhino with a mass of 2200kg charges directly at you with a speed of 3.80 m/s. Before you start running, as a distraction, you throw a 0.180 kg rubber ball directly at the rhino with a speed of 8.27 m/s. Determine the speed of the ball (in m/s) after it bounces back elastically toward you.2. A projectile of mass m = target of mass M = 2 kg and gets imbedded in it. The energy lost (AE) during this 0.2kg and initial speed v; = 200 ms-1 hits a stationary collision is closest to (a) AE = 0J (no energy is lost) (b) AE = -3640 J (c) AE = -3670 J (d) ДЕ - = -4000 J3. Two asteroids collide and stick together. The first asteroid has mass of 15 × 10³ kg and is initially moving at 770 m/s. The second asteroid has mass of 20 × 10³ kg and is moving at 1020 m/s. Their initial velocities made an angle of 20° with respect to each other. What is the final speed and direction with respect to the velocity of the first asteroid? How much thermal energy is generated in the collision?