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Compute all parts of following problem:
Problem: A big dog has a torso that is approximately circular, with a radius of 16cm. At the midpoint of a shake, the dog's fur is moving at a remarkable 2.5m/s.
Part A: What force is required to keep a 10 mg water droplet moving in this circular arc?
Part B: What is the ratio of this force to the weight of a droplet?
I need help to find what force is required to keep a 10 mg water droplet moving in this circular arc.
A hotel elevator ascends 110 {rm m} with a maximum speed of 4 {rm m/s}. Its acceleration and deceleration both have a magnitude of 1.20 {rm m/s^2}.
a string is wrapped many times around a pulley and is connected to a block with mb 4.601 kg that is hanging
What angle does the rope make with the horizontal.
Given a configuration of three charged particles such that q1= 5.30 nC at (1.50 m, 0.0 m), q2= 9.20 n C at (0.00 m, 2.00 m) and q3= -2.40 nC at the origin
A hotel elevator ascends 200 m with a maximum speed of 5.0 m/s. Its acceleration and deceleration both have a magnitude of 1.0 m/s2. How far does the elevator move while accelerating from rest to full speed
One mole of nickel (6E23 atoms) has a mass of 54 grams, and its density is 8.9 grams per cubic centimeter. You have a long thin bar of nickel, 2.0 m long, with a square cross section, 0.12 cm on the side.
A large storage tank, open to the atmosphere at the top and filledwith water, develops a small hole in its side at a point11.0 m below the water level. Determine the speed at which the water leaves the hole
An ocean liner leaves New York City and travels 39.0° north of east for 140 km. How far east and how far north has it gone? In other words, what are the magnitudes of the components of the ship's displacement vector in the following directions.
A helicopter is ascending perpendicularly with a speed of 5.02 {rm m/s}. At a height of 115 {rm m} above the Earth, a package is dropped from the window.
A landing craft with mass 12,500 kg is in a circular orbit5.75*105 m above the surface of a planet. Theperiod of the orbit is 6000 s. Theastronauts in the lander measure the diameter of the planet to be9.60*106 m.
Two fixed charges, -3.6 µC and -5.0 µC, are separated by a certain distance. If the charges are separated by 26 centimeter, find the magnitude of the net electric field halfway between the charges
A small mirror is attached to a vertical wall, and it hangs adistance of 1.82 m above the floor. The mirror is facing due east,and a ray of sunlight strikes the mirror early in the morning andthen again later in the morning.
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