Implies Symbol ⇒

Common applications include Formal logic, Mathematical proofs, Condition statements, and inference chains. It is different from the ordinary right arrow →, the biconditional ⇔, and programming operators such as =>. In practical use, implies symbol should be introduced with enough context to tell readers whether it represents formal logic, mathematical proofs, condition statements, or inference chains. Saved test strings for Implies Symbol: P ⇒ Q; x > 2 ⇒ x² > 4; A ⇒ B ⇒ C; Premise ⇒ conclusion; Accessible reading: P implies Q. Rules retained for Implies Symbol: In formal logic, identify ⇒ as Implies Symbol and explain the exact role it performs before the reader relies on it. For mathematical proofs, retain the sequence U+21D2; do not silently replace ⇒ with the related form →. When implies symbol appears in condition statements, apply this convention: Place complete propositions or operands around the operator. While preparing inference chains, compare ⇒ with ⇔ and =>, then keep the version whose meaning matches the source. The Implies Symbol error check covers: Using → where ⇒ is required changes the intended implies symbol or introduces a different notation. Dropping part of U+21D2 while copying implies symbol into formal logic. Applying the wrong convention to implies symbol in mathematical proofs; specifically, confusing the operator with a programming token.. Leaving ⇒ unexplained in condition statements when the audience may read it as ⇔. Comparison set for Implies Symbol: → means Rightwards arrow—Function mapping or ordinary direction; ⇔ means Left-right double arrow—If and only if; => means Equals-greater sequence—Programming or plain-text substitute. For Implies Symbol, literal UTF-8 ⇒, decimal ⇒, hexadecimal ⇒, and CSS 21D2 all need to preserve U+21D2; verify the result at /symbols/imply/ in the target font.