Good!Sapphiretwirl said:The 1 kg mass of course, but I don't know where to go from there :(
Pls post your working, not just the numeric answer. Preferably, do all the working in symbols, only plugging in numbers at the end. Follow Doc Al's recipe.Sapphiretwirl said:I got 1.7 meters for x
Then start again, following Doc Al's recipe. Answer each question in turn, as far as you can:Sapphiretwirl said:I really don't know what I did
Call the distance to the 1 kg mass "x". What is the force of gravity from the 1 kg mass at that point?
If the distance to the 1 kg mass is x, what would be the distance to the 2 kg mass?
What is the gravitational force from the 2 kg mass at that point?
"Gravitation equals zero" refers to a point or location in space where the force of gravity is equal to zero. This means that objects at this point will experience no gravitational pull from any nearby masses.
Gravitation can theoretically equal zero at an infinite distance from all masses. However, in our solar system, there are points known as Lagrange points where the gravitational pull from two or more masses cancels out, resulting in a state of equilibrium.
Understanding points where gravitation equals zero is crucial for space travel. These points can be utilized to position spacecraft in a stable orbit without expending large amounts of fuel. They can also be used as stepping stones for interplanetary travel.
In classical physics, gravitation can theoretically equal zero at an infinite distance from all masses. However, in the field of quantum mechanics, the concept of zero-point energy suggests that there is always some level of energy and gravitational force present, even in seemingly empty space.
In Einstein's theory of general relativity, the concept of "gravitation equals zero" is explained as a result of the curvature of space-time. This theory suggests that objects with mass create a curvature in the fabric of space-time, and at certain points, the curvature cancels out, resulting in a state of zero gravity.