Some flu victims had no H. influenzae in their lungs.
Sort of. Science is a technique of asking questions based on explicitly defined postulates - and seeing if the answers you get (experiments) confirm or contradict those postulates.
Atoms will go further when we study about those. We cannot give any conclusion for this. But, we must give a temporary conclusion. That is atoms play a key role in the universe it is needed t0 experiment on those.
Independent assortment
Robert Koch used Bacillus anthracis, the causative agent of anthrax, to develop his postulates. These postulates are a series of criteria used to establish a causative relationship between a microorganism and a disease.
Koch's postulates were developed to establish a causal relationship between a microorganism and a disease, based on criteria like pure culture and reproducing the disease in a healthy host. However, viruses lack some key characteristics required by Koch's postulates, such as being able to grow on artificial culture media and the ability to replicate outside of a host cell. Therefore, these postulates cannot be directly applied to viruses.
Postulates were first used by the Early Greeks.
Postulates are statements that are assumed to be true without proof. Theorums are statements that can be deduced and proved from definitions, postulates, and previously proved theorums.
If they are known not to be true then they are no longer postulates but discarded theories.
I do not believe there are any postulates: they can be proved and therefore are not postulates.
Koch's postulates can be found in all organisms. This is taught is science.
You cannot not contact Koch's postulates. This is found only in plants.
Postulates are statements that prove a fact. An example would be that 2 points create a line segment. You usually use postulates in proofs.
The set of postulates, known as the "postulates of geometry," were developed by the ancient Greek mathematician Euclid around 300 BCE. In his work "Elements," Euclid outlined five fundamental postulates that serve as the foundation for Euclidean geometry. These postulates include the concepts of straight lines, circles, and the idea that parallel lines never meet. Euclid's postulates have had a lasting impact on mathematics and geometry throughout history.
No. Axioms and postulates are statements that we accept as true without proof.
Yes, postulates are accepted without proof and do not have counterexamples.
Sort of. Science is a technique of asking questions based on explicitly defined postulates - and seeing if the answers you get (experiments) confirm or contradict those postulates.
Yes, postulates are "given", as the bases for the construction of the system.