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A: Solution:-Given thatmass of particle-1=mInitial velocity of particle-1=u1mass of…
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A: Speed of each object before collision = VSpeed of combined mass after collision = V/4 Let Mass of…
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A: The speed of the snowball is given by v = 49.5 km/h = 13.75 m/s The momentum p = 2.9 Ns = 2.9 kgm/s…
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A: In above question we tell mumentum of vulcan spaceship and romulan spaceship.
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- Some particles are created via collisions. For instance, pions are created via collisions with high energy protons and carbon, which releases neutrons and pions (which they themself, decay into muons). Suppose two particles with momenta of pi = (2, -1,0,0) kg and p2 = (4,1, 1,0) kg collide. Three particles are created as a result from this collision, two of which have momenta of P3 = (1,0.5, 0, 0) kg and p4 = (1, -1,0,0) kg, determine the four momentum, energy, rest mass and three velocity of the third daughter particle. %3Da mass m1 collides elastically with a mass m2 initially at rest in a 1-dimensional collision. if the velocity of m1 is vo before the collision, derive a formula for the velocities of m1 and m2 after the collisions. If m1 >> m2, what roughly is the speed of m2 after the collision?please help me with this problem. Given: A ball of clay mass M/8 A larger mass as known as M is attached to a spring with spring constant k. A ball of clay mass "M/8" moves with speed "v" towards a larger mass M. As the a ball of clay hit and sticks on the a larger mass who was initially still. a) What would be the speed of the combination after the collision? b) How much did the spring compressed c) How long did it take for the spring to be compressed due to the collision?
- A space station contains 11 modules each with a mass of 13 000 kg, moves at a speed of 4.0km/s. It is equipped with an emergency collision avoidance system whereby an explosive chargecan be detonated to release one of the modules. The collision alarm sounds, and thecommander detonates a charge, releasing one of the modules at a speed of 1400 km/hwith respect to the station, directed opposite to the original direction of travel of the station.Find the resulting change in the speed of the station.Show that the kinetic energy of a particle of mass m is related to the momentum p of that particleby, ? =p^2/2m. (Hint: plug mv in for p and simplify!)Two masses, m, and m, move on the xy plane towards each other as shown in the figure. The first mass m,=1.1kg is moving with a speed v,=6.7m/s while m,-4.3kg is moving with a speed v,=10.6m/s . As a result of the collision m, comes to rest. What is the final speed of m,? Express your answer using two decimal places. Before the collision
- 2.2.1) If in the above collision the masses of the particles are m1 = m and m2= 4m and u1/u2 = 3. Show that the opening anglebetween the paths of the m1 and m2 is 120⁰ 2.2.2) If the mass m1 has incident kinetic energy E find the energies of the emerging particles m1 and m2 in terms of E.A projectile has a mass of 10g and speed of 0.6c strikes a wall. What is the momentum of the projectile and what is the kinetic energyof the projectile? If the collision time for each projectile is 10 milliseconds what is the magnitude of the average force on the wall due to a single projectile?C Chegg X C Sign In https://bconline.broward.edu/d21/lms/quizzing/user/attempt/quiz_start_frame_auto.d2l?ou=514283&is... A Q If a projectile mass of 1.0 kg moving at 19.0 m/s collides with a motionless target mass of 15.0 kg perfectly inelastically what is the total kinetic energy of the projectile and target after the collision? X 1 OneLoc X Quizzes X Q instagra X Your Answer: Use standard MKS unit abbreviations. Instagra X Answer units (75,834 X C Reset P. X X New ta X + {}
- A particle of mass m (particle #1) is fired head-on at speed 48 m/s toward another particle of mass 3m (particle #2) which is at rest. The result of this collision is that #1 comes to a complete stop, and #2 moves forward. (a) At what speed does particle #2 emerge from the collision? (b) What fraction of the original kinetic energy is lost during this process?A 1.0 kg mass with a speed of 4.5 m/s strikes a 2.0 kg mass at rest. For a completely inelastic collision, find: (a) The speed of the masses after the collision. (b) The change in kinetic energy. (c) The momentum after the collision.A spaceship of mass 800,000 kg at a distance of 50,000 km above Earth's surface is accelerating away from Earth at 7.5 m/s^2. If it ion engines expel a plasma gas at a speed of 2000 km/s, at what rate must it consume fuel to achieve this acceleration?