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conditional relation

conditional relation

8.3
A link between two statements that says if one is true then the other must be true
  • noun
  • /kənˈdɪʃənəl rɪˈleɪʃən/
  • Specialized
translation icon : relación condicional
  • The statement 'If it rains, the ground gets wet' expresses a conditional relation.

Examples

  • In logic, a conditional relation states that if the hypothesis is true, the conclusion must also be true.

  • Teachers often use conditional relations to teach students about cause and effect in reasoning.

  • The conditional relation is clear.

  • This is a conditional relation.

  • In logic, a conditional relation states that if the hypothesis is true, the conclusion must also be true.

  • The statement 'If it rains, the ground gets wet' expresses a conditional relation.

  • Teachers often use conditional relations to teach students about cause and effect in reasoning.

Synonyms

implication
vsconditional relation
  • Specialized
3 6.8

A logical relation where if one statement is true, another must be true

is the same meaning but used as a named logical concept
conditional
vsconditional relation
  • Specialized
2 3.8

A sentence that says what will happen if something else happens

expresses strict entailment between propositions rather than general sentences
logical implication
vsconditional relation
  • Specialized
1 7.7

A connection between two statements that makes the second true if the first is true

is the formal technical statement of that same entailment

Surface Forms

Morphology

conditional + relation

The sense 'a relation that depends on stated conditions' is directly and predictably built from 'conditional' (depending on conditions) + 'relation' (a connection), so a learner who knows both words can derive the basic meaning. The phrase follows standard compositional patterns and is cross-linguistically transparent, although the precise formal-logical framing ('if p, then q') is a more technical instantiation of that general idea.

Etymology

Conditional relation can be remembered with the simple image of two dominoes: when the first domino falls it makes the second fall. That is like the idea 'if p, then q', so a conditional relation means 'if the first is true, the second must also be true'.