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ગુજરાતી | Gujarati

exclusive proposition = અનન્ય પ્રસ્તાવ | anny prstaavindesignate proposition = અનિર્દિષ્ટ પ્રતિજ્ઞપ્તિ વિધાન | anirdisshtt prtijnYpti vidhaanexperential proposition = અનુભવમૂલક પ્રસ્તાવ | anubhvmuulk prstaavmultiply general proposition = અનેક પરિમાણક સામાન્ય પ્રતિજ્ઞપ્તિ | anek primaannk saamaany prtijnYpticategorical proposition = અસંદિગ્ધ નિર્ણયાત્મક પ્રસ ્તાવ | asNdigdh nirnnyaatmk prs taavexceptional proposition = અસામાન્ય વિધાન | asaamaany vidhaanimplicative proposition = આપાદનાત્મક પ્રતિજ્ઞપ્તિ–પ્રતિજ્ઞા–વિધાન | aapaadnaatmk prtijnYpti–prtijnYaa–vidhaanessence proposition = આવશ્યક દરખાસ્ત | aavshyk drkhaastexclamatory proposition = ઉદ્દગારવાચક વિધાન | uddgaarvaachk vidhaanproposition = કામ | kaamincorrigible proposition = જેમાં સુધારણા શકય નથ ી એવું વિ ધાન | jemaaN sudhaarnnaa shky nth ii evuN vi dhaanneuter proposition = તટસ્થ પ્રતિજ્ઞપ્તિ | tttsth prtijnYptiequivalent proposition = તુલ્ય વિધાન–પ્રતિજ્ઞાપ્તિ | tuly vidhaan–prtijnYaaptiproposition = દરખાસ્ત | drkhaastinstantial proposition = દ્ગષ્ટાંતિક પ્રતિજ્ઞાપ્તિ વિધાન | dgsshttaaNtik prtijnYaapti vidhaannomic proposition = નિયમ–પ્રતિજ્ઞપ્તિ | niym–prtijnYptinomological proposition = નિયમ–પ્રતિજ્ઞપ્તિ–વિધાન | niym–prtijnYpti–vidhaancategorical proposition = નિરુપાધિક પ્રતિજ્ઞપ્તિ | nirupaadhik prtijnYptiproposition = પ્રતિજ્ઞા | prtijnYaacontra nominal proposition = પ્રતિપદી પ્રતિજ્ઞપ્તિ–વિધાન | prtipdii prtijnYpti–vidhaanessence proposition = પ્રસ્તાવ | prstaavproposition = માગણી | maagnniicompound proposition = મિશ્ર પ્રતિજ્ઞપ્તિ–વિધાન | mishr prtijnYpti–vidhaanproposition = રજૂ કરેલી યોજના | rjuu krelii yojnaaamphitive proposition = વિચાર વિસ્તારક | vichaar vistaarkequipollency of propositions = વિધાનો–પ્રતિજ્ઞપ્તિઓની સમતુલ્યતા | vidhaano–prtijnYptionii smtulytaaproposition = વિરોધી | virodhiiexplicative proposition = વિશ્લેષક વિધાન. | vishlesshk vidhaan.business proposition = વ્યવસાય અંગેનો પ્રસ્તાવ | vyvsaay aNgeno prstaavincorrigible proposition = શંકાતીત પ્રતિજ્ઞપ્તિ–વિધાન | shNkaatiit prtijnYpti–vidhaanconjunctive proposition = સંયોજક પ્રતિજ્ઞપ્તિ–વિધાન | sNyojk prtijnYpti–vidhaanclass membership proposition = સદસ્યતા પ્રતિજ્ઞપ્તિ–વિધાન | sdsytaa prtijnYpti–vidhaanproposition = સવાલ | svaalproposition = સામાવાળો . સૂચના – દરખાસ્ત – માગણી – કરવી | saamaavaallo . suuchnaa – drkhaast – maagnnii – krviiproposition = સિદ્ધાન્ત | siddhaantconditional proposition = સોપાધિક પ્રતિજ્ઞપ્તિ–વિધાન | sopaadhik prtijnYpti–vidhaan

অসমীয়া | Assamese

1. A proposition or statement that follows something already proven, 2. A natural consequence = অনুসিদ্ধান্ত | অনুসিদ্ধান্ত1. A proposition or statement that follows something already proven, 2. A natural consequence = উপসিদ্ধান্ত | উপসিদ্ধান্তThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = তৰ্কবিদ্যা | তৰ্কবিদ্যাThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = তৰ্কশাস্ত্ৰ | তৰ্কশাস্ত্ৰThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = ন্যায়শাস্ত্ৰ | ন্যায়শাস্ত্ৰThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = যুক্তিতত্ত্ব | যুক্তিতত্ত্বThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = যুক্তিতত্ব | যুক্তিতত্বThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = যুক্তিবিদ্যা | যুক্তিবিদ্যাThe art and science of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. = যুক্তিশাস্ত্ৰ | যুক্তিশাস্ত্ৰan expression or a proposition, often algebraic, asserting the equality of two quantities = সমীকৰণ | সমীকৰণ
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