.3 = 9x109 x C1C2/(.75)2
as C1=C2
.3 = 9x109 x C2/(.75)2
C=4.3x10-6 Coulombs
There are a great many names of many different spheres in the world including the biosphere. Other names include west, east, north, and south hemispheres.
Two-dimensional, think of circles, ellipses... Three-dimensional: spheres, etc.
I know this is from wajas and if someone catches you cheating, your dead. Be more careful. :D
Water from hydrosphere and geosphere gets evaporated.Water returns back as rain on these spheres.
2.6x10^-9 N
-- If you know the force between them, then you don;t need to know their charges. The 3Q and 5Q are there only to confuse you with too much info. -- The forces act along the line between the centers of the spheres. There's one force in each direction, acting on each sphere. The forces are equal. The forces pull the spheres together if their charges have opposite signs, and push the spheres apart if the charges both have the same sign. The signs of the charges is not mentioned in the question. -- The magnitude of the forces changes as 1/(square of the distance between the centers). For example, if the spheres are moved 3 times as far apart, then the forces become 1/9 as great as they were originally. -- The question can't be answered, because the single most important piece of information is stated in a way that's quite useless ... What does "separated to the same distance" mean ? ? ? We need to know how the new distance compares to the original distance, and this phrase doesn't tell us that.
Charge is conserved. Apply symmetry.
By definition all spheres are identical in shape because a sphere is perfectly round. That's what "sphere" means. In the same way, all perfect squares are identical and all equilateral triangles are identical. Spheres might be larger or smaller, but the shape of all is the same because there is only one kind of sphere.
You can place them at any distance you like.
Basic definition: "A point has no magnitude"
All spheres are identical apart from their radii. They all have exactly the same shape and so are alike.
Well, the formula for the surface area for one sphere is 4∏r2So if you have two identical spheres, the formula for the surface area of both would be 8∏r2
The biosphere serves as an interface between the spheres, enabling water to move between the lithosphere, hydrosphere, and atmosphere.
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Spheres defy 3D tessellation. There is no way to pack spheres so that there is no gap between them.
You cannot blanket a large sphere wit smaller spheres because spheres cannot tessellate. There are always gaps between adjacent spheres and so no blanketing is possible.
You may be looking at a list of multiple choices. I don't know, and I can't see it. The force acting on each sphere and attracting it in the direction of the other sphere is the same.