BTER Pathshala🎓🎓

Polytechnic 5th Sem CS🔥🔥 Revision Notes Subject E-Governance 👉Unit 1 - https://rajasthanpolytechnic.blogspot.com/2024/09/unit-1-introduction-to-e-governance.html 👉Unit 2 - https://rajasthanpolytechnic.blogspot.com/2024/09/unit-2-introduction-to-e-governance-cs.html 👉Unit 3 - https://rajasthanpolytechnic.blogspot.com/2024/09/unit-3-introduction-to-e-governance-cs.html 👉Unit 4 - https://rajasthanpolytechnic.blogspot.com/2024/09/unit-4-introduction-to-e-governance-cs.html 👉Unit 5 - https://rajasthanpolytechnic.blogspot.com/2024/09/unit-5-introduction-to-e-governance-cs.html

Polytechnic 5th Sem CS Revision Notes E-Governance 💥💥

Polytechnic 3rd Sem CS💥💥 Revision Notes Subject - C-Programming 💥Unit 1 - https://rajasthanpolytechnic.blogspot.com/2024/09/chapter-1-introduction-to-problem.html 💥Unit 2 - https://rajasthanpolytechnic.blogspot.com/2024/09/chapter-2-operators-and-formatting.html 💥Unit 3 - https://rajasthanpolytechnic.blogspot.com/2024/09/chapter-3-control-statements-notes.html 💥Unit 4 - https://rajasthanpolytechnic.blogspot.com/2024/09/chapter-4-arrays-notes-polytechnic-3rd.html 💥Unit 5 - https://rajasthanpolytechnic.blogspot.com/2024/09/chapter-5-recursion-notes-polytechnic.html

E-governance Pyq👆 5th sem

Be ready for Tomorrow E-governance LIVE session🌼👍 Polytechnic 5th sem

Hello Everyone, I am Garima Kanwar💁‍♀️, and I am pleased to inform you that I have shared the complete study material for Mathematics🙌, including: - Video Lectures - PDF Notes - Important Questions for all units. I have put in my best efforts✅ to ensure that you have access to all the resources needed for your preparation. Now, it is your turn🫵👍 to make the most of these materials and study diligently.🌼 As per the schedule, your exam is likely on the 30th, so utilize your time effectively and prepare thoroughly.🌼 Wishing you all the very best for your exam!❤ Warm regards, BTER Polytechnic Classes Garima Kanwar🌼😊

Here are some important questions👆🌼

in hindii🙌🙌 1. 5 लोगों को एक पंक्ति में किस तरह से सजा सकते हैं? 2. संख्या 2, 4, 6, और 8 का उपयोग करके 4-अंकीय संख्याएं कितनी बनाई जा सकती हैं, यदि अंकों का पुनरावृत्ति की अनुमति है? 3. "COMPUTER" शब्द के अक्षरों को कितने विभिन्न तरीकों से सजाया जा सकता है? 4. 6 लोग गोल मेज के चारों ओर कितने तरीके से बैठ सकते हैं? 5. 5 पुरुषों और 3 महिलाओं को एक पंक्ति में इस तरह से सजा सकते हैं कि सभी पुरुष एक साथ खड़े रहें? (C) 1. 8 लोगों में से 3 लोगों का समिति कितने तरीकों से चुना जा सकता है? 2. 6 खिलाड़ियों की टीम में से कप्तान और उपकप्तान कितने तरीकों से चुने जा सकते हैं? 3. 10 लोगों में से 4 लोगों का चयन किस प्रकार किया जा सकता है, यदि समूह में कम से कम 2 महिलाएं होनी चाहिए? 4. 6 समान गेंदों को 3 विभिन्न डब्बों में कितने तरीकों से डाला जा सकता है? 5. 6 पुरुषों और 5 महिलाओं में से 4 लोगों का समिति किस प्रकार चुना जा सकता है, यदि समिति में कम से कम 2 पुरुष होने चाहिए? सामान्य पद समस्याएं (General Term Problems) 1. (3x+2y) ^8 के विस्तार में 5वां पद क्या होगा? 2. (x+2) ^6 के विस्तार में x^3 वाले पद का गुणांक क्या होगा? 3. (a+b) ^n के विस्तार में सामान्य पद क्या होगा? 4. 8 पुरुषों और 5 महिलाओं में से 3 पुरुष और 2 महिलाओं का चयन कितने तरीकों से किया जा सकता है?

Impt questions🔥 Here are a few questions based on Permutations (P) and Combinations (C), including problems related to the general term: Permutations (P) 1. Basic Permutation: How many different ways can 5 people be arranged in a row for a photo shoot? 2. Permutation with Repetition: How many 4-digit numbers can be formed using the digits 2, 4, 6, and 8, if repetition of digits is allowed? 3. Permutation of Objects with Repetition: How many different ways can the letters of the word "COMPUTER" be arranged? 4. Circular Permutation: How many ways can 6 people sit around a round table? 5. Restricted Permutation: In how many different ways can 5 men and 3 women be arranged in a line, if the men must all stand together? Combinations (C) 1. Basic Combination: In how many ways can a committee of 3 people be selected from a group of 8 people? 2. Combination with Restrictions: A team consists of 6 players. In how many ways can a captain and vice-captain be selected from the team? 3. Combination of Objects with Restrictions: How many ways can a group of 4 people be selected from a set of 10, if the group must contain at least 2 women? 4. Combination with Identical Objects: How many ways can 6 identical balls be placed in 3 different boxes? 5. Combination with Selection of Objects: In how many ways can a committee of 4 members be formed from 6 men and 5 women, if the committee must contain at least 2 men? General Term Problems 1. Binomial Expansion (General Term): Find the 5th term in the expansion of (3x+2y) ^8 2. Binomial Theorem - Coefficient of a Specific Term: In the expansion of (x+2) ^6 , what is the coefficient of the term containing x^3 3. Combination with Binomial Coefficient: Find the general term in the expansion of (a+b) ^n . 4. Combination in Selection: In how many ways can you select a group of 3 men and 2 women from a group of 8 men and 5 women?

Maths Book in Hindi & Eng This is not of Rishabh Publication👍