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The size of a drop depends on the surface tension of the liquid (and gravity). A standard medicinal drop 50 microlitres.
There are two forces acting on the bucket which are the Tension and the Weight. Tension is directed upward and Weight is directed downward. Since the bucket is either moving at constant velocity, or if its remaining still, the Tension would have to equal in magnitude to the weight. Weight = Fg = Mass(in kgs) times Gravity= 4.2 kg x 9.8 m/s^2=41.46 Newtons Tension would be equal to Fg, which means that Tension would also be 41.46 Newtons.
The force of gravity acting on it is 4.9 newtons (1.102 pounds), provided the beaker is in a lab on Earth. We don't know the buoyant force on it, because we don't know its volume. Whatever its volume is, you can subtract the weight of an equal volume of water, and the result is the tension in the string.
Any, depending on the volume of water spilt and the area of the flat surface. The specific height is also constrained by the surface tension of the water, the atmospheric pressure above it, and the gravity below it.
no idea
Gravity and the tension in the string.
Gravity and the tension in the string.
Tension = mass(acceleration) + force of gravity Force of gravity equals mass times gravity (9.8m/s2)
You feel gravity and the normal force from the seat of the swing which is applying a force due to the tension from the chains of the actual swing. The tension and normal force is greater than your weight which is why u don't go through the seat and break it. Since u are going in a circular fashion when u swing u also feel centripetal force which is due to the tension of the swing overpowering gravity and keeping u swinging.
1.compression 2.tension 3.torsion 4.shear 5.gravity
The force of gravity from the growing mass of the droplet will overcome the force of tension between the droplet and the surface the water tension is "holding" it to. Once gravity is larger than tension, the droplet falls to the ground.
because of gravity
The net force refers to the vector sum of the individual forces.
The extra tension depends not on the velocity of the elevator, but on its acceleration.
because of the gravity
Gravity Wave?
Gravity and tension