Yes, caused by gravity. (only works on the very large scale because gravity is very weak.)
The scale you are referring to is likely the Likert scale, which is a type of rating scale used to measure attitudes or opinions. It typically consists of a series of statements that respondents are asked to rate based on their level of agreement or disagreement.
The interaction that binds protons and neutrons together in a nucleus is called the strong nuclear force. This force acts over very short distances and is responsible for holding the nucleus together despite the electromagnetic repulsion between positively charged protons.
It is the gravitational force of the sun. The sun is the biggest body in the solar system. So in turn if you know gravity, the smaller body always rotates around bigger body. But this can only happen on a planetary scale.
No, it only can measure weight.
arbitrary scale
No A sculpture can be of any size and shape, only the reach of one's tools determine how large or how small a sculpture can be. There are sculptures made in microscopic scale already.
The reading on the spring scale shows the force needed to overcome the static friction force of the object. When the forces are balanced and the object is not sliding, the reading on the spring scale equals the static friction force required to keep the object stationary.
The strong nuclear force acts only on quarks and son it works only on protons and neutrons but not electrons
Only people with microscopic brains use Wikianswers to do their homework.
Yes, caused by gravity. (only works on the very large scale because gravity is very weak.)
microscopic??
microscopic
Urinalysis, microscopic only
Running only works different muscles in the body and is not considered a force. The only time it can be considered a force is when the shoe pushes backwards on the surface of the earth. The earth moves minutely in the opposite direction that it is not noticably moved.
A typical solution is a homogeneous mixture with only one phase; a suspension is a nonhomogeneous mixture.For a colloid the answer is more complicate: the appearance is homogeneous, single phase but at a microscopic scale the system is not homogeneous.
structure of a muscle cell