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- A rod of length 3 meters with density 8(x) = 1.1 + 1.1x4grams/meter is positioned along the positive x-axis, with its left end at the origin. Find the total mass and the center of mass of the rod. Round your answers to four decimal places. The total mass of the rod is i The center of mass of the rod is i grams. meters.5kg sphere A travels with velocity Va= 10m/s colliding with 3kg sphere B that is traveling at Vb= 10m/s. coefficient of restitution is 0.4, find magnitude of velocities of each sphere immediately after impact. VA VR B. 30°A car (VW) and a truck (C) collide inelastically (stick together). The impact is made in a very short time of Δt = 0.1 s. Initial speeds:UVW = 40.0 m / sUC = 30.0 m / sMasses:MVW = 900.0 kgMC = 2000.0 kg a) Determine the initial vector velocities (use rectangular notation)UVW = UC = b) Determine the total vector momentum Initial Pi = c) Determine the final velocity of both V = Solve the 3 subsections
- A car (VW) and a truck (C) collide inelastically (stick together). The impact is made in a very short time of Δt = 0.1 s. Initial speeds: UVW = 40.0 m / s UC = 30.0 m / s Masses: MVW = 900.0 kg MC = 2000.0 kg a) Determine the initial vector velocities (use rectangular notation) UVW = UC = b) Determine the total vector momentum Initial Pi = c) Determine the final velocity of both V = d) Determine the average vector acceleration AVW = AC = e) Vector average force on C and VW. (Do you notice something important in the results?). FVW = FC = f) For the case of truck C, determine its : ΔP = g) For the case of truck C, determine the impulse I suffered, that is, FC Δt (Do you notice something important comparing the results of f and g?). What results would you expect for the VW? h) Determine the initial total kinetic energy of the system. i) The final total energy of the system. Are the initial to the final…V and V2 on a frictionless surface. They collide As shown in the figure below, two objects are moving towar ds each cther with velocities given by the vectors V3. If the masses m1 - 1.4 m2 what is the magnitude of V3 in m/s? perfectly inelastically and then move together as indicated ty the vector Provide your answer with 2 decimal places. e1 = 38.1 degree 62 = 11.6 degree = 9.4 m/s m1 m2 V 02 Va 3a)If Olaf catches the ball, with what speed vf do Olaf and the ball move afterward? Express your answer numerically in meters per second. b) If the ball hits Olaf and bounces off his chest horizontally at 8.30 m/sm/s in the opposite direction, what is his speed vf after the collision? Express your answer numerically in meters per second.
- empt.php?attempt3D1499258&cmid%3D105924 Google O DAÜ Uzaktan Eğiti... Google äazi OInstagram A puck of mass m, = 5 kg collides with a puck of mass m, =5 kg. If the initial velocities of the pucks are V= 3 î 1i m m and V, = -2 i and the final velocities are V= -21 and Va= = 1.333 î m is the collision elastic or inelastic? Select one: Oa. inelastic Ob. elasticSaved Help Required information of 2 Particle A has a mass of 5.40 g and particle B has a mass of 1.80 g. Particle A is located at the origin and particle B is at the point (x, y) = (25.0 cm, 1.70 cm). What is the x-component of the CM? ook cm Hint rint rences 10 11 of 21 rch...pdf 2 Edje PreLab Arch..pdfConsider the collision pictured below. While m2 = 10kg is initially at rest, horizontally moving mị = 6kg with a speed of v1 = 11.8m/s collides with it. After the collision, the two masses scatter with speeds of v, = 7.8m/s and v,. If 01 = 48°, determine the speed of m2 after the collision, v, =?. Express your answer in units of m/s with one decimal place. Note: Please note that we do not know whether or not this is an elastic collision. Just before the collisbn Just after the collision at rest Answer:
- The horizontal distance to collision is 8242.96 m. The time of collision is 10.487 sec. What is A in m/s^2A billiard player took his shot on a tournament game moving the cue ball at a speed of 3.5 m/s and makes a glancing collision with the target ball. After collision, the cue ball moves off at an angle of theta = 37.0 deg relative to the original direction of its motion and the target ball deflects at an angle of phi to the same axis but opposite direction. (I)Calculate for the the angle phi (II)Find the final speeds of the two billiard ballsA 3.5 kg rifle fires an 11 g bullet with a velocity of 575 m/s. (a) What is the recoil velocity of the rifle? (b) If the shooter holds the rifle firmly against his shoulder, what will be the recoil velocity? Assume the mass of the shooter is 45.0 kg. Perform the GRESA in solving.