Gamerex said:I came across this when doing another problem:
Suppose we have 2 numbers, (a+b) and (c+d), which both equal 0.
a+b=0
c+d=0
Then a+b=0=c+d,
Thus, a+b=c+d
However, a+b+c+d=0
Thus, a+b=-c-d
Therefore, a+b=c+d AND a+b=-(c+d)
How is this possible?
Gamerex said:I came across this when doing another problem:
Suppose we have 2 numbers, (a+b) and (c+d), which both equal 0.
a+b=0
c+d=0
Then a+b=0=c+d,
Thus, a+b=c+d
However, a+b+c+d=0
Thus, a+b=-c-d
Therefore, a+b=c+d AND a+b=-(c+d)
How is this possible?
Gamerex said:Therefore, a+b=c+d AND a+b=-(c+d)
How is this possible?
A simple apparent contradiction is a statement or situation that initially appears to be contradictory or impossible, but upon further examination, can be explained or resolved.
In a simple apparent contradiction, there may be a misunderstanding or missing information that can be resolved. In a real contradiction, there is a fundamental inconsistency or conflict that cannot be reconciled.
No, a simple apparent contradiction is not a statement or hypothesis that can be proven or disproven. It is a perception or interpretation that can be examined and potentially resolved.
Yes, simple apparent contradictions can arise in many areas of scientific research, especially when dealing with complex systems or phenomena. They can often lead to new insights and discoveries.
Scientists use critical thinking, logical reasoning, and evidence-based methods to carefully examine the perceived contradiction and find a resolution. This may involve conducting further experiments, gathering more data, or revisiting and refining existing theories.