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Advance Algebra 3: Algebraic Identities And Rationalization | Algebra for CAT 2027 | Ravi Sir

Rodha

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Advance Algebra 3: Algebraic Identities And Rationalization | Algebra for CAT 2027 | Ravi Sir

146 723 просмотра · 7 лет назад
Rodha
466 тыс. подписчиков
146 723 просмотра · 7 лет назад
Master algebra for cat with Ravi Prakash Rodha. Boost your cat quant and quant for cat scores: https://www.rodha.co.in/ Algebra | Foundations | Part 3 of 52 | Full course playlist:    • Quantitative Aptitude for CAT 2027 | Compl...   Learn to solve identity-based algebra questions for CAT. Understand the results of x + 1/x = 1 and x + 1/x = -1. Practice solving problems involving high powers using algebraic identities. Master rationalization techniques for expressions like x = 2 - root3. Chapters: 0:00 Value of x cube from x + 1/x = 1 4:01 If x + 1/x = -1, then x^3 6:29 Solve x raised to 121 plus 1 by x raised to 121 9:47 Calculate value of x raised to 109 13:15 X plus 1 by x 16:00 Rationalising to find x plus 1 by x Start your CAT 2027 prep Full CAT 2027 quant course (live classes + doubt support): https://www.rodha.co.in/ Attempt true-simulation CAT mocks with analysis: https://mocks.rodha.co.in/ More free CAT prep from Rodha CAT quant taught in English:    / @rodhacatpreparation-inenglish   Rodha Groups for CAT 2027 Stay connected for updates and PPTs: https://t.me/rodhaplanet Join the CAT 2027 WhatsApp community: https://www.whatsapp.com/channel/0029... Rodha Socials and More Follow Rodha on Instagram:   / rodhaplanet   Subscribe to Rodha for CAT and OMETs:    / @rodha   Full CAT Quants playlist:    • Quantitative Aptitude for CAT 2027 | Compl...   Complete LRDI and DI playlist:    • Complete LRDI for CAT 2027 | Logical Reaso...   Other Rodha exam channels IPMAT preparation:    / @rodha-ipmat   SSC preparation:    / @rodha-sscexamspreparation   #rodha #cat2027 #quants #catpreparation #mba This Rodha video, led by Ravi Prakash Rodha, focuses on algebra for CAT, specifically algebraic identities and rationalization. It covers essential concepts for CAT quant preparation, including solving problems related to x + 1/x = 1 and x + 1/x = -1, and rationalizing expressions. This content is crucial for students preparing for the CAT exam and other OMETs like XAT, NMAT, SNAP, and CMAT.