all A are B
Understand the Problem
The question seems to address a logical proposition indicating that all members of set A are also members of set B. This is a statement in logic or set theory, but lacks context for further analysis.
Answer
"All A are B" means A is contained in B.
"All A are B" means that every element of A is contained within B, or that A is a subset of B.
Answer for screen readers
"All A are B" means that every element of A is contained within B, or that A is a subset of B.
More Information
In logical terms, "All A are B" implies that if something is a member of A, then it is also a member of B. However, it doesn't mean B is entirely made up of A.
Tips
A common mistake is assuming that B is entirely made up of A, which is not implied by the statement.
Sources
- What's the difference between "All A are B" and "A is B"? - philosophy.stackexchange.com
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