Pls answer with complete handwritten solution, help me understand. Thankss! ❤️ D- ODD:In a volleyball game held in BSU, A CE student player at position X serves the ball froma height of 1.3m from the ground, imparting it with an initial velocity at an angle of 50°from the horizontal. He aimed the all to land at point O, 0.5m short to an EngineeringFaculty player, thus making an ace, Incidentally the Engineering Faculty player is anexpert in mind reading. The instant the server hits the ball, Mr Engineering Facultystarted running from rest with a constant acceleration a.A. Check whether the ball will clear the 2.42m high net. (Specify the height obtained inmeters)B. At what horizontal distance in meters from position Y will Mr Engineering Facultyintercept the ball, given that he intercepts it at a height of 1.6m?C. What is the acceleration in m/s^2 of Mr. Engineering Faculty?1mnetO Y9m9m

The questions based on the projectile motion can be solved by resolving it in to two rectilinear…

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Engineering

Mechanical Engineering

Pls answer with complete handwritten solution, help me understand. Thankss! ❤️

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Ronald, a clever kid, has designed a snowball launcher to get his snowballs over the neighbors’ fence and into their yard. The fence is 17.58 m high (these neighbors are very unsociable), the launcher is positioned 67.5 m from the wall, and the neighbor’s son, Rupert, is sitting on the ground 79.5 m from Ronald (12 m from the wall). What is the only allowable launch angle that, with a sufficient launch velocity, will cause the snowball to just miss hitting the top of the wall and then land on Rupert?
A volleyball is hit when it is 4 ft above the groundand 12 ft from a 6-ft-high net. It leaves the point of impact withan initial velocity of 35 ft / sec at an angle of 27 and slips by theopposing team untouched. Suppose that the net is raised to 8 ft. Does this change things? Explain.
The pilot of an airplane carrying a package of mail to a remote outpost wishes to release the package at the right moment to hit the recovery location A. What angle θ with the horizontal should the pilot’s line of sight to the target make at the instant of release? The airplane is flying horizontally at an altitude of 101 m with a velocity of 197 km/h.
5. A projectile is fired with an initial velocity of 60 m/s upward at an angle of 30 degrees to the horizontal from a point 80m above a level path. What horizontal distance will nit cover before it strikes the plain? a. 371 m b. 406 m c. 395 m d. 422 m
A projectile moves horizontally with a velocity of 500 m/s.is doing. The bullet pierces the A block with a mass of 3 kg,It is stuck in block B, which has a mass of 2.5 kg. That's your bulletFollowing the movement of the blocks, A and B blocks are 3 m/s and 5 m/s, respectively.They started to move with speed. In this case, bullet Ablock B with the energy lost while penetrating the block.the amount of energies lost when stuckcalculate.
1. Derive the equation of projectile motion for the maximum range of the projectile fired at an angle equal to 90 deg.
Some asteroid is moving towards a base in space, such that the base is positioned on the xaxis and is 2000 meters wide on the xaxis. This asteroid, moving at 500 m/s along the yaxis, is on a collision course targeted at the center of the base. However, explosives are planted on the asteroid, which makes it explode into two separate pieces. The two separate pieces of a mass of m and 2m. 1. Please draw the trajectory of the CM of the asteroid as well as the system after the explosion (with the two separate masses). 2. At the same time, the two split pieces of asteroid reach the base. The piece with mass, m, passes by the right side of the bass at 1800m from the edge of the bass. Will the asteroid piece with mass, 2m, hit the base? Please prove if it will or will not. 3. The asteroid piece of mass, m, will be moving at a direction that is makes a 30 degree angle along the x axis, and its speed will be 1000 m/s. What is the speed of the split asteroid of mass, 2m?
A projectile is fired vertically upward with an initial velocity of 1,800ft/sec. (a) How high does it rise? (b) What velocity will it have 5 sec afterleaving the gun? (c) What is its altitude 5 sec after leaving the gun?
A rocketship has 9 modules each with a mass of 15 200 kg and moves at a speed of 7.0 km/s. One of the modules is explosively propelled away from the rocketship at a speed of 1350 km/h with respect to the rocketship, opposite in direction from the original travel direction of the rocket ship.What is the resulting change in the speed of the rocketship?
Oblique Impact To analyze an oblique impact using the conservation of momentum and coefficient of restitution. When an oblique impact occurs between two smooth particles, the particles move away from each other with velocity vectors that have unknown directions and unknown magnitudes. If the y axis is within the plane of contact and the x axis is the line of impact, the impulsive forces of deformation and restitution act only along the line of impact (the x axis). Momentum of the system is conserved along the line of impact (the x axis): ∑m(vx)1=∑m(vx)2 The coefficient of restitution, e, relates the relative-velocity components of the particles along the line of impact (the x axis): e=(vBx)2−(vAx)2(vAx)1−(vBx)1 The momenta of both particles A and B are conserved in the plane of contact (the y axis) because no impulse acts on either particle in this plane. Therefore, the y component of the velocities before and after the collisions remains unchanged: Immediately after the collision,…
Oblique Impact To analyze an oblique impact using the conservation of momentum and coefficient of restitution. When an oblique impact occurs between two smooth particles, the particles move away from each other with velocity vectors that have unknown directions and unknown magnitudes. If the y axis is within the plane of contact and the x axis is the line of impact, the impulsive forces of deformation and restitution act only along the line of impact (the x axis). Momentum of the system is conserved along the line of impact (the x axis): ∑m(vx)1=∑m(vx)2 The coefficient of restitution, e, relates the relative-velocity components of the particles along the line of impact (the x axis): e=(vBx)2−(vAx)2(vAx)1−(vBx)1 The momenta of both particles A and B are conserved in the plane of contact (the y axis) because no impulse acts on either particle in this plane. Therefore, the y component of the velocities before and after the collisions remains unchanged: (vy)1=(vy)2 As shown,…
21- A steel ball is thrown up with a velocity of 90 m/s from the ground. While coming down, it strikes a glass pan, held at half the height through which it has risen and loses 35% of its velocity in breaking the glass. Determine the time taken to reach the maximum height and the velocity with which it will strike the ground and total time taken to reach the ground. Solution The time taken to reach maximum height in seconds is The maximum height reached in m is The velocity of the stone when it hits the ground in m/s is The total time taken by the stone in seconds is