To throw me, you’d prefer a crowd. What am I?

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1 Answer

answered Oct 18, 2019 by anonymous

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एक हवाई जहाज अधिकतम 200 यात्रियों को ले जा सकता है। प्रत्येक कार्यकारी वर्ग टिकट पर 1000 रुपये का लाभ होता है और 600 रुपये का लाभ प्रत्येक इकोनॉमी क्लास टिकट पर किया जाता है। एयरलाइन कार्यकारी वर्ग के लिए कम से कम 20 सीटों का भंडार रखती है। हालांकि, कम से कम 4 गुना अधिक यात्री कार्यकारी वर्ग की तुलना में इकोनॉमी क्लास से यात्रा करना पसंद करते हैं। एयरलाइन के लाभ को अधिकतम करने के लिए निर्धारित करें कि प्रत्येक प्रकार के कितने टिकट बेचे जाएंगे। अधिकतम लाभ क्या है?

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दो स्कूल ए और बी ने अपने छात्रों को तीन मूल्यों, टीम भावना, सच्चाई और सहनशीलता के लिए पुरस्कार देने का फैसला किया `R sdotx ,R sdoty` तथा `R sdotz` क्रमशः प्रति छात्र। स्कूल `A` , कुल रु। तीन मूल्यों के लिए क्रमशः 3, 1 और 2 छात्रों के लिए 1,100 जबकि स्कूल बी ने रु। क्रमशः 1, 2 और 3 छात्रों के लिए तीन मानों के लिए 1,400। यदि सभी तीन मूल्यों के लिए एक पुरस्कार एक साथ रु। 600 तब (i) रैखिक समीकरण बनाने के बाद उपरोक्त स्थिति को मैट्रिक्स समीकरण द्वारा प्रस्तुत करें। (ii) क्या मैट्रिस का उपयोग करके प्राप्त समीकरणों की प्रणाली को हल करना संभव है? (iii) आप किस मूल्य को सबसे ज्यादा पुरस्कृत करना पसंद करते हैं और क्यों?

0 answers asked Sep 7 in General Knowledge by anonymous

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एक हवाई जहाज अधिकतम 200 यात्रियों को ले जा सकता है। रुपये का लाभ प्रत्येक प्रथम श्रेणी के टिकट पर 400 रुपये और लाभ का लाभ है। 300 प्रत्येक द्वितीय श्रेणी के टिकट पर बनाया जाता है। एयरलाइन पहली कक्षा के लिए कम से कम 20 सीटों का भंडार रखती है। हालांकि, कम से कम चार बार यात्रियों को प्रथम श्रेणी द्वारा दूसरी कक्षा में यात्रा करना पसंद करते हैं। एयरलाइन के लिए लाभ को अधिकतम करने के लिए प्रत्येक प्रकार के कितने टिकट बेचे जाने का निर्धारण करें। एक एलपीपी बनाएं और इसे ग्राफिक रूप से हल करें।

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