All plumps have the same speed
Because all have same initial velocity.
So by work energy theorem- work done by all forces equal to change in kinetic energy .
So here only force acting is gravity and work done by gravity is same for all cases .so their final velocities is also same as their final kinetic energy is also same.
The figure shows three plums that are launched from the same level with the same speed....
1. (6 points) The figure shows three situations in which identical projectiles are launched (at the same level) at identical initial speeds and angles. The projectiles do not land on the same terrain, however (a) Rank the situations according to the final speeds of the projectiles just before they land, greatest first. (b) Rank the situations according to the final horizontal speeds of the projectiles just before they land, greatest first.
The figure 4 below shows three conductors made from the same material and have different cross-sectional areas and lengths. Rank the three conductors according to their resistance, greatest first. (b) (c)
In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass m1 = 5.80 g is shot directly along the x axis (on a frictionless floor), where it moves with a constant speed of 10.7 m/s. Particle 2 of mass m2 = 1.80 g is shot with a velocity of magnitude 25.0 m/s, at an upward angle such that it always stays directly above particle 1 during its...
In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass m1 = 3.20 g is shot directly along the x axis (on a frictionless floor), where it moves with a constant speed of 10.3 m/s. Particle 2 of mass m2 = 3.00 g is shot with a velocity of magnitude 19.2 m/s, at an upward angle such that it always stays directly above particle 1 during its...
A small, spring-loaded cannon launches a golf ball from level ground with an initial speed vi at an angle θi with the horizontal. The golf ball lands a horizontal distance R from its launch point. The highest point the golf ball reaches during its flight is a distance R/12 above the ground. In terms of R and g, find the following. (You may ignore air resistance.) (a) the time interval during which the golf ball is in motion t =...
Question 1 In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass my - 5.20 g is shot directly along the x axis (on a frictionless floor), where it moves with a constant speed of 10.4 m/s. Particle 2 of mass m2 - 3.80 g is shot with a velocity of magnitude 17.0 m/s, at an upward angle such that it always stays directly above particle 1...
The figure below shows three sets of cross sections of equipotential surfaces; all three cover the same size region of space. (a) Rank the arrangements according to the magnitude of the electric field present in the region, greatest first (use only the symbols > or =,for example1=2>3). (b) In which is the electric field directed down the page?
The drawing shows two frictionless inclines that begin at ground level (h = 0 m) and slope upward at the same angle θ. One track is longer than the other, however. Identical blocks are projected up each track with the same initial speed v0. On the longer track the block slides upward until it reaches a maximum height H above the ground. On the shorter track the block slides upward, flies off the end of the track at a height...
Three driven LC circuits are made with the same capacitor but different inductors. The figure shows the current of each of the three circuits as a function of time. Rank the three inductances according to the value of their inductance.
The figure shows the graph of v vs t for the motion of a motorcyle that starts from rest and moves along the road in a straight line. a. Find the average acceleration for the time interval t to t 6.00 s Estimate the time at which the acceleration has its greatest positive value and the value of the acceleration at that instant. When is the acceleration zero? Estimate the maximum negative acceleration and the time at which it occurs....