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Syntax Analysis in Compiler In this class, We discuss Understanding Syntax Analysis in Compiler. The reader should have prior knowledge of lexical analysis. Click Here. First, 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What is the “all and only” criterion? Q2. Q3. What was the original literal meaning of syntax in Greek? Q4. What 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watching this video you will learn Syntax analysis is a second phase of the compiler design process that comes after lexical analysis. It analyses the syntactical structure of the given input.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcFBgMECAIB/8QAPBAAAQMDAwMBBQUFBwUAAAAAAQIDBAAFEQYSIQcTMUEUIjJRYQgVcYGRI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Syntax Analyzer : A Syntax Analyzer creates the syntactic structure (Parse Tree) of the given program. Parser constructs a parse...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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this tutorial, we're going to take a look at syntax errors in JavaScript and how to solve syntax errors in JavaScript if you are a JavaScript beginner. ⭐️ Check out more DevTips Daily ⭐️ 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this lesson we will be covering one of the most basic errors you will probably get in Python; the Syntax Error. A Syntax Error is just there to tell you that you wrote something that Python...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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You will learn how correct infinitive related errors in sentences. Syntax or Correction of Sentences is a very important topic...","preview":{"posterSrc":"data:image/png;base64,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Code From Here - https://www.beageekyt.com/hackerrank/... HackerRank Java Playlist - • Hackerrank Java Solutions HackerRank Java Solutions - https://www.beageekyt.com/hackerrank/...","preview":{"posterSrc":"data:image/png;base64,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video is all about design and implementation of second phase of compiler \"Syntax Analyzer\" for the languages C#, C++ and Python. Note: Source code may be provided on request via email.","preview":{"posterSrc":"data:image/png;base64,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this video we learn Bison while creating syntax analyzer for Simple Simple C. 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aspects...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1771470854425435-3426152516855372887-balancer-l7leveler-kubr-yp-sas-120-BAL","isAdultDoc":false,"relatedParams":{"text":"Compiler 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Typed Notes : https://thebookphilic.blogspot.com/p/... In Computer Engineering, Compiler Design principles provide an in-depth view of translation and optimization process. Compiler design...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAGgAAAgMBAQAAAAAAAAAAAAAAAAcEBQYDAv/EAEIQAAEDAwICBQgHBwIHAAAAAAECAwQABREGEgchExQxQdEXIlFUVpGTlAgVFiM2YXUyM0JxgaGyJmI1UlVzscLS/8QAGwEAAQUBAQAAAAAAAAAAAAAAAAECAwUGBAf/xAA3EQABAgMEBAwFBQAAAAAAAAABAAIDBBEFEiExBhNR0RQWIjNBUlNxgZGhsRUycsHwJTVhYvH/2gAMAwEAAhEDEQA/ANPobQ7N+sT94mzpTDDbq20IjMoWs7EhS1K3KAA84DvPbWt05wfsd+tSLjA1JcOhWSBvioB/sTU/gnZXbzw4daanrh4uEhKyhAJUlTbY5Z7CMA5plaG05H0rp9uzRFhTDSiW+RGAf5k55599bG17enIMzFhw4lKGgFBl5Lnl5SUdKNJby+8/z0ZJceQaB7RzPlkeNHkGge0cz5ZHjTkrMo1/oxXSf6ltqC0soWFvbCkgkdhx3g4Pf3Zqp4yWn2voNybwKB1VgfINA9o5nyyPGjyDQPaOZ8sjxpvQ5LEyK1KiuoeYdSFtuIOUqSewg+iu1LxktPtfQbkcCgdVJlfAiAlOftHM+WR41z8hkD2jmfLI8acz/wC7NR64ZjSm1mPo2N6N3KRkhLkfL7pQ+QyB7RzPlkeNHkMge0cz5ZHjUW26z1Ldde3SwP6qiWC/Q74ERNPS4baETbYlwfetuLBU8txrcoFCgEq5EAAmtZE4pWqTbn5Tdjv3TMX0WFcNTTIfEs88belwU4IO7PYd3NPOmnSa2uiNXwbuQJKW6vus75DIHtHM+WR40eQyB7RzPlkeNWcDjNp+XIjJVY9SxYr16NjXMkQ0JZYm9IWw0shwnmoY3JCgMjJFGluK674i49HorUXSx789Zo7bbbZ6VbYUVKWorCW8bFZycDKQCSeRxmtvtT5N3I4FK9X3VZ5DIHtHM+WR40eQyB7RzPlkeNXTPF/Tq4Nhnrt93YhXp96I1KfbabZjSWi4HGHlKcAbWC0vHalWPNJrW6Nv7eptOxr2xbrjAjyk72W5zSW3VIPNK9oUrAI5jJzjupp0ptoCpjHybuSiRljhd90i+J3DYaQtLFzj3RcxlbwZWlxoIUkkEgjB5jkaKYX0jPwHH/UGv8V0V6ZopPzE9Z4izDquqRXAeypZ+CyFGusGC7/Rq/AEn9Rd/wAEUxblNiW23yLhOfRHix2y464s4CEgZJNKngDJltaIajQ1sNrkXV9KlutlYASylXIBQ58vTW81Np6VqOxSrLdJsRyFJAS6luM4hRAIONwdyOYFYG2wPiMW8cLxVrLE6gU2Kt09c9S6vYRdYhGn7G750UrZDkySjucIVlDST2gEKJHPlV2dOxVMqQ5JkuLVjLig3uOOQ/gxy7uXKub/ANZ2i2I6OTb1sxw22GhEUk7NwTjPSHHL8qvqq3nZkp2DbmsneXdTacjruEZxN+tzKdz0ZxtLUlCAOZbUkBC8DntKQTjtq9sF3gXy0R7pbXw9GkI3IV2EekEdxB5EVFjqulxiuqLtuSwtx1ronIql5SlakYPngHIHo76i6d065p+CqFZza4jC3FOqSiI4cqPaclz+g9AAFOJaW0OaaA4OwyV+9+7NR6jw5ExUqZEmKjuFkNqStptSMhWeRBUf+X+9YfjrrO76O0m3K07CTPuy3S8mOU7iqMwkvSTj09EgpH+5ae+qqZYXRQ0LphuAbVVGr9Aay1c21Z79cNPu2+PfRcot0S259YRmkyOlbaaTtCEKCQGyvccpzyya46StVr1Bx5vWr7HNXJs0ZhoyGggpaN4SlxhShkA70R8IUMciod9au/cSdP2lrTzxYus9rUaN1rXBhKfDxLXSpTyPJRTzHd6SACaiWzihZJ9vYftVk1BLlPzJcRyA1ACZDD8cZeQ6FKCEqGR/Ed2eWaa0xLuSKNrmsp5K9V/ZX6r+sLF0/wBtftPu++2Y6fp+h7M53ebu9HPGa9v8MNYMO3CPAvNrctcjVMm+rhuOyGBNRICiqO+WxkBtZSoYyF7RuArp5S3H+ItoudquFwuek7jo6ReUwWIiFObm3mkhSBgLKglSsoKjzBwK0cnixp1m0Wq6IgXyTGulsN0jmNC6VQj70I3KSFZBJcbwP935HDqxhSg/PwJKM2rExODmpXeG7fDq63GyKsAlzJbxiF5t55bji3Y4BUk9Glt1SVEAqJ2DnjIU3NFsahi6ahxdUy4M27Mtht+TESpKHyBjpNqh5qj2kDlns9AyrPF/Sy2LgpUe8NSINzatBiqhfevzXASI7QCilawASrmAkc1EV4k8Y9KsPRIph312bKkyoSIjMAuOplRxlyOraogOYwRzKSCDnHOmPEV4oWpzboxBXP6Rn4Dj/qDX+K6KhcbrkxeeE9pu8VDyI86RHkNJebKHEpW2tQCkn9k4PMd1FeuaDill0/sfss/aeMfwC88AyoaVhFCQpQu0rAJxk9XHfVpM0pcZjslyRouCl2Q8XFvM6hfQvKySVDCcAjlkdh7qr+AUeU5oduTESy45Gur6i244UbwWUp5HB5jOeymV1m9P5bbgxohBAU48/wBJt/khOM/1IrGW6K2hF7yrGUwgtWbt8Cfb7JcxMs0W3GS+0+tTVwVJK3C4kHmpIIGACBkgZNbodtVJsxfCev3GdKwUqKN4bbJByPNQByyO8mraqk0pRdAzWZXchbtOj7i4urkSpDKDCjF5bZLjmFEDsA9Jqh05e5cCcpU2fq26sdGEJaesRQM5A37kpCuWDnPbuzzrUwTdYTCmE29l1HTOKQ4JQTuClqUOW30GpHWrx/0hv5wf/NKRUoBwXhn/AI5cv+2x/wC9YzUGhftRxBVc9U2+13GxRbcY1tjqecLiHVrCnXFp2gecEoTyUcBHfu5bOCzM63Mly46GOlDSUoS7v/Z3ZJOB6alVXzTyyLUbFLDbVuKSWlOGWuLUjRFvkyLA7bdJ3iRLjbZj6nTFcS4hDHNoAqbS6QFEgEJSMDtrzH4Za/j3CU4m42d23TNQXG6yrai4yo7b4lJQG9620BSiyUE7P2V7+0FIp30VCJh1a0T9WEj+HPD/AFBw/maaveoZtgRadL6bk2qU+iS6SptTwd6fBbAAAQAUk95OeXP3wm0ldYejtWz9G3OKlyW/Jg6SlS0EsxYAecWgp25KkdI66pJ5hSUt91M+73WSwqW11dlaRuSlpaCrcgIzuV6Uknbj/wA9lXEFBbhtNqDKdqAkBlO1AA7AkdwxjlUsRz2tvO6f9XPCisiPLG1wSTRwdvytNWezuJ02I+n5cedAiuqckonyPvhLVLcU2CS8HQQQlW1Sc4I5Vd+T++I1Rou9W2yaSskexTpkqVBgvOJS507PQ+aoNAKWE+cVEDJAH5016KiMw8ro1YS1+kZ+A2P1Bv8AxXRR9Iz8Bx/1Br/FdFevaDftQ+o/ZZ61Of8AALhwBs9uuvD9zr7Bd6K4vbMOKTjKW89hHoFaO56akKQ/Hj6at0tt5fQqXIurqCWkBJQo4STuylPeDyzmsPwac1K7oqNF0u/CbUi+KVcy6ApaIxaH7CT2qJAx/L+dMXQH213vnVnR7ershAT0f7zb5+Nn98/xZ28qxVuiloxq9YqzlOZb3KNp3QtqVEbk3ixMxbgF5UmPcX3UcjyVlRGScZ5j8smtm80h5lbLg3IWkpUM4yDyNevf7qPf7qql0LJ3fS0RlsJttlbltrBLrTk5xvmkEo28yOZOO7HL0VnZmk7lKeMh/R9uU8p7p1FOoZABVgebjZjbkAYxjA97O9/uo9/uoQqKy6WsljWqTbYJjvrb2LPTuOZBIJHnKPoHPtqyqQ9+7Pb7qj8/Qr3VWzfzqaHklzxY4jytFX+225m2xJaJlpuVwK3pCmyDEQlfRjAOSveEg9oPceyu9u4ktyda6Z03JtD1uVqCzqmsrkuALZlJQ26Yi0DsWGllRP5YHfi/vGkrfdNZWXVUh2YmfZWn2oqUEBspeCQ5uBSSSdicEEYxUK+6AtV4ft0qXLuSZluvH1vFktqQl1D2FDYVbObe1RTsPaMAk4prTCugHNIb1cEvNNccrzedMyLlB0Z9Yy27JKuZiwJKlqaUzKUwlpeU5+8CFOJ288IUMHkas5nGRhD+l3Ybtjl2i/uzEIuiH3ShtLEdLu5TYTvSorKmy2cKSRnvxVxYeDmmrGq1rtU6+RXbZGeisupkJ3rackiUUrOznh0bh2ciQciu0ThLp2Lfo99jybo3cWblMuZdSpva5IlNJZdUpGzbjYkAJAA7zkkmn3oKTlKhlcW7vB11L0rM05EcmRZlpiKYjy1KedVMaUtwoBTghnYSc4ykE5TTdpdPcHdNvSZMt2ffXJkh62yDJVISXEPQQQw4klGN2FKCs53bj2UxefoV7qiiFhpdTm16UtfpGfgOP+oNf4rorx9I51tOiYjKlpS6uegoQTzUAleSB+WR76K9h0HH6UPqKz1qc+e4JBsvPMKKmHnWlEYJbWUkj+ldevz/AF+Z8dfjRRWsLGnMKuBKOvz/AF+Z8dfjR1+f6/M+OvxoopNWzYlqUdfn+vzPjr8aOvz/AF+Z8dfjRRRq2bEVKOvTvXpfx1+NHXp3r0v46/GiijVs2IqUdenevS/jr8aOvTvXpfx1+NFFGrZsRUo69O9el/HX40denevS/jr8aKKNWzYipR16d69L+Ovxo69O9el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#pythonsympy #sympysolver #pythonsymboliccomputation #learnpython #pythonbeginnerstutorial #pythoncodeman In this tutorial you will learn how to write symbolic equations using sympy 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Enroll: http://dmitrysoshnikov.com/courses/pa... 📚 Udemy: https://www.udemy.com/course/essentia... 👉 DS Education: https://www.dmitrysoshnikov.education... This is the fourth lecture from 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are applicable across different programming languages. 2. variables and data types variables are used to store data values. each variable can hold a specific data type. example: 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Since this course moves quickly it may be helpful to have at least some programming experience. This applies to the latest version...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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to Parsers, 2nd Phase of compiler's Front End, introduction to Syntactical Analyzer, How Syntax Analysis is done, What is Grammer? How to write grammer? 04=: Conversion of #NFA into...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgACAwQHBQEI/8QAPhAAAgEDAwMCAgYHBQkAAAAAAQIDBAURAAYSByExE0EiURUyYXGBkRQ1QlKUodEI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Syntax or Correction of Sentence is a very important topic of English Grammar for several exams. 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Grammar(CFG) Definition and Example Role of Parser • Role of Parser | Syntax Analyzer | Lecture... Programming Errors | Syntax Error Handling • Programming Errors | Syntax 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Basics: Master Syntax, Variables, and Create a Budget Tracker Script | TechGalore Welcome to TechGalore! In this episode, we're diving into the essential building blocks of Python...","preview":{"posterSrc":"data:image/png;base64,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| Syntax Class 12 English Grammar | Complete Syntax In One Shot Video Class 12 UP Board Exam MathishQ / mathishq Class 12 English One Shot: • English One Shot Class 12 English 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this video we will cover all the syntax we need to know for paper 4 for the 9618 currculum/syllabus. Note: - Hopefully this checklist is complete. If you can think of something I should 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If you’re searching for the latest Syntax Verse daily quiz answers, you’re in the right place. 2jn0dy04006 📌 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English Grammar with K P Thakur | Exercise 1 syntax | A Practical Guide to English Grammar | KP Thakur Grammar | kp thakur english grammar book Improve your English grammar skills with 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English Grammar with K P Thakur | Exercise 12 syntax | A Practical Guide to English Grammar | KP Thakur Grammar | kp thakur english grammar book Improve your English grammar skills 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how to maximize profitability in the manufacturing sector with Analytic Solver. This powerful tool helps you make data-driven decisions to optimize your product mix, balancing 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In this video, we have seen : 1. First Set calculation 2. Follow set calculation and 3. LL1 Parsing table...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAUGBwEDBAgC/8QAPBAAAQM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12 | In English Grammar | Most Important | Full Explanation By Best Trick | By Shiv Sir Hi everyone.... 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Amafaranga muri Web3 ya Syntax Verse Usubiza ibibazo unareba za Videos🎁💰💰🤑🤑🗓️ 🔔🔔🚀🚀Watch This Video: Syntax Verse Daily General Quiz Answers 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