👉 In mathematical notation, "interindicated" typically refers to a statement or proposition that is not directly related or connected with another statement. For example: ``` ∀x∃y (A(x,y) ∧ B(x,y)) ``` This means that there exists at least one value of x for which either A(x,y) holds true, or B(x,y) holds true. The phrase "∀x∃y" is used to express this relationship between the two propositions. In a mathematical
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What is the definition of Interindicate? 🙋
👉 Interindicate is a phrase or expression commonly used in communication to indicate that something has been discussed or communicated about. It can be used to express openness, understanding, and agreement between two parties. For example: - "I'm glad we're all on the same page here." - "We should discuss this issue at our next meeting." In a more formal context, interindicate might also refer to a statement that expresses understanding or acceptance of something without discussing it directly. It can be used
