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Prepare for your JEE and CET exams with our comprehensive guide on Straight Lines! In this video, Babu Sir, with 25+ years of teaching experience and a background as an ex-FIIT JEE faculty member, explains the key concepts and strategies you need to master for competitive exams. Techniques to solve various types of straight lines problems Effective strategies for answering questions efficiently in JEE and CET exams Step-by-step solutions to common exam questions Master these concepts to boost your accuracy and speed in problem-solving, essential for success in JEE and CET. 🔔 Subscribe for more in-depth tutorials and tips to ace your JEE & CET exams! 📲 Visit us: deevigeclasses.com 📞 Call us: 82775 00123 TIMESTAMPS: 00:00 - Intro 02:44 - The points (1,1), (−5,5) and (13,𝜆) lie on the same straight line, if 𝜆 is equal to 05:15 - The slope of the straight line 𝑥/10 - 𝑦/4 =3 is 06:20 - The line passing through (1,1) and parallel to the line 2𝑥 − 3𝑦 +5 = 0 is 08:06 - Find the equation of the line parallel to line 3𝑥 −4𝑦 +2=0 & passing through the point (−2,3). 09:39 - Find the equations of the diagonals of the rectangle whose sides are contained in the lines 𝑥 = 8,𝑥 = 10, 𝑦 = 11 and 𝑦 = 12. 14:40 - The equation of the line parallel to the line √2 4𝑦 +2=0 and passing through (0,3) is 15:27 - (A) A line parallel to y-axis is x = K (B) A line parallel to x-axis is y = K 16:15 - The orthocentre of a triangle formed by the lines 𝑥 − 2𝑦 = 1,𝑥 = 0 and 2𝑥 +𝑦−2 = 0 #JEEPrep #CETPrep #StraightLines #CompetitiveExams #ExamStrategies #MathTutorials #Deevige #CoachingCentre #JEEMains #CET #Mathematics #1stpuc #11thcbse #mathematics #boardexams #deevigeclasses #examsuccess #trending #foryou #neet #cetprep #cet #maths #midterm #midtermexams #kannada #bangalore #midterm #midtermexam2024 #mcq #mcqimportantquestions