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Advance Algebra 4: Exponential Equations and Algebraic Identities | Algebra for CAT 2027 | Ravi Sir

Rodha

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Advance Algebra 4: Exponential Equations and Algebraic Identities | Algebra for CAT 2027 | Ravi Sir

141 456 просмотров · 7 л. назад
Rodha
466 тыс. подписчиков
141 456 просмотров · 7 л. назад
Master algebra for cat with Rodha's structured course. Elevate your cat quant and quant for cat preparation for MBA entrance exams at https://www.rodha.co.in/ Algebra | Foundations | Part 4 of 52 | Full course playlist:    • Quantitative Aptitude for CAT 2027 | Compl...   Solve problems involving exponential equations with multiple bases. Learn to simplify expressions with fractional exponents and cube roots. Discover smart solution techniques for algebraic equations with three terms. Efficiently calculate x cubed plus y cubed expressions when xy equals one. Chapters: 0:00 Solve 2^x = 3^y = 6^-z 2:51 Simplifying exponents with same base 5:52 M plus N plus P 8:35 Algebraic equation by cubing sides 13:02 X in fractional equation 16:17 X cube plus y cube 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 In this Rodha video, Ravi Prakash Rodha teaches essential algebra for cat concepts for the CAT exam. He covers advanced algebraic problem-solving techniques relevant for IIMs, XAT, NMAT, SNAP, and CMAT. Students will learn how to approach complex equations systematically.