This describes one kind of statement that can appear in a logical syllogism or argument. If a given argument A is true, then it follows that argument B must be true. It does not automatically follow that if B is true, then A must be true.
if a is true, then b must be true
fifteen turtles are fed iceberg lettuce and vitamins, while another fifteen turtles are fed only iceberg lettuce. :) APEX
B. The direction of the object's velocity is constant.
The relationship between A and B is the same as C and D.
That's the magnitude of 'Displacement'.If you want the complete 'Displacement', you also have to includethe direction from Point-A to Point-B.
if a is true, then b must be true
The statement "A then B" suggests that if A occurs, then B will follow or happen as a result. It implies a sequential relationship between A and B, indicating that B is dependent on the occurrence of A.
The statement "if Athen B" does not convey a clear meaning since it lacks context. It could possibly be part of a conditional statement or a comparison. More information would be needed to accurately determine its meaning.
A conditional statement.
A mathematical statement of the form if A then B would be a conditional statement.
This describes one kind of statement that can appear in a logical syllogism or argument. If a given argument A is true, then it follows that argument B must be true. It does not automatically follow that if B is true, then A must be true.'All living humans are breathing animals' is true. [If you are a living human (A) you breathe (B).'All breathing animals are therefore human' is not true. [If you breathe (B) you are a living human (A).
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b apex
A conditional statement.
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A conditional statement
The statement "if A then B" is a conditional statement indicating that if condition A is true, then condition B will also be true. It establishes a cause-and-effect relationship, where A is the antecedent and B is the consequent. This means that the occurrence of A guarantees the occurrence of B, but B may occur independently of A. In logical terms, it implies that the truth of B is contingent upon the truth of A.