Abstract

There is a distinctive kind of command, namely commands to answer specific questions. An imperative sentence denoting such a command has an interrogative sentence corresponding to it-a sentence denoting the respective question. LetImp, Int, andQ be such an imperative sentence, the interrogative sentence corresponding to it, and the question denoted by the interrogative sentence, respectively. LetQ be an empirical question, i. e., and ((ητ)ω)-object. LetP be an ((ητ)ω)-construction constructingQ. Then the analysis ofImp has the form (QL).LetQ be an analytical question, i. e., a molecular extensional η-construction. LetQ=C, whereC is a ℊ-object (over the extended base). Then the analysis ofImp has the form (QL′). The imperative sentences whose analyses have the form (QL) or (QL′) can be called ‘question-like imperative sentences’ or simply ‘QL-imperative sentences’. No imperative sentence whose analysis differs from (QL) and (QL\t') can be associated with a question. Therefore, no transformation of such an imperative sentence should result in a correct interrogative sentence. Fulfilling an order which is determined by a QL-imperative sentenceImp, one simultaneously gives the right answer to the questionQ (which is associated withImp). One who does not fulfil this order either wrongly answersQ or does not answerQ at all