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In general due to the laws of physics as magnification increases in a microscope the field of view?
As magnification increases in a microscope, the field of view decreases. This is because at higher magnifications, the microscope is focusing on a smaller area of the specimen, resulting in a narrower field of view.
Relation of physics to technology?
Technology is nothing without Physics. Every technology involves Physics. Examples are the LRT's, computers, cellular phones, or any electronics using electricity which is involved in the study of Physics. The computer will not also work without the magnets and loops of wires which are also involved in the study of Physics. Physics deals with understanding of the natural world, while technology aims to apply this understanding into the man-made world. Technology might even be considered as the offspring of Physics. The world wide web, laser, superconductors and semiconductors that form the foundations of our modern technology were all invented by physicists.
Who wrote the 1st physics book?
The first known physics book was written by Aristotle, a Greek philosopher, in his work "Physics". He laid down the foundations of classical physics and was one of the first to study the natural world systematically.
What branch of science does physics belongs?
Physics belongs to the branch of natural science. It is the study of matter, energy, and the fundamental forces that govern the physical world.
What is the role of the uncertainty principle in physics and how does it impact our understanding of the behavior of subatomic particles?
The uncertainty principle in physics states that we cannot simultaneously know both the exact position and momentum of a subatomic particle. This impacts our understanding of their behavior by introducing inherent uncertainty into our measurements and predictions, leading to a probabilistic rather than deterministic view of the subatomic world.
What is happening in the world of physics?
what is happening in the world of physics
What are the important of physics in the modern world?
what are the important roles of physics in the modern world
Why there is physical chemistry but not the chemical physics?
There certainly is both physical chemistry (the application of physics techniques to chemistry) and chemical physics (the study of chemical processes from the point of view of physics). See Wikipedia for a fuller answer.
Can you view some Physics Questions?
Yes and no, some physics can post questions and answers on the internet but, some don't want to or, can't do it.
How did Heisenbergs uncertainty principle challenge the Newtonian world view?
Heisenberg's uncertainty principle challenged the Newtonian world view by showing that at the quantum level, it is impossible to precisely measure both the position and momentum of a particle simultaneously. This contradicted the deterministic nature of classical physics, where the position and momentum of a particle could be known with certainty. It introduced the idea of inherent uncertainty and indeterminacy into the fundamental principles of physics.
Where does physical came from?
physics came when this world was build and everything in this world work on physics rules
What is the world's best physics book?
Fundamentals of Physics, John Wiley
Why you study physics and technology?
It explains things in our world. The leading nations in the world (China, for example) have an understanding of physics in their technologies.
What is physics and relation of physics with society?
Physics is a science which strives to understand the rules following which the world around us works.
What is about physics?
Understanding the physical world
What do learn in physics?
Roughly speaking, in physics you learn how our Universe, the world we live in, works.
How is mathematics related to physics and chemistry?
Mathematics is a language that relates concepts to each other. Physics and chemistry can use mathematics as a tool for exploring and discovering relationships. On another view, physics and chemistry are physical manifestations of mathematical relationships.
