- #1
HussamLawen
- 3
- 0
Hi
i need help to prove this theory:
GCD(n.m)=1 <=> GCD((2^n)-1,(2^m)-1)=1
n,m real numbers
i need help to prove this theory:
GCD(n.m)=1 <=> GCD((2^n)-1,(2^m)-1)=1
n,m real numbers
As a scientist, proving a theory involves conducting experiments and gathering evidence that supports the hypothesis. This evidence should be objective and replicable to ensure the validity of the theory.
The types of evidence needed to prove a theory can vary depending on the field of study. Generally, scientists rely on data gathered from experiments, observations, and statistical analyses to support their theories.
No, a theory can never be proven beyond doubt. In science, theories are constantly tested and refined based on new evidence. However, a well-supported theory can be widely accepted and considered the most reasonable explanation for a phenomenon.
The time it takes to prove a theory can vary greatly. Some theories may be proven relatively quickly with clear evidence, while others may take decades or even centuries to gather enough evidence and gain widespread acceptance.
Yes, a theory can be disproven if new evidence contradicts it. This is a crucial aspect of the scientific method, as it allows for the continual refinement and advancement of scientific understanding.