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** A first‐order differential equation is said to be homogeneous if M( x,y) and N( x,y) are both homogeneous functions of the same degree. ** The method for solving homogeneous equations follows from this fact: The substitution y = xu (and therefore dy = xdu + udx) transforms a homogeneous equation into a separable one. . . ** CONTACT US FOR CORPORATE TRAINING | MOTIVATIONAL SEMINAR | CAREER GUIDANCE !! Email id : [email protected] WhatsApp: https://chat.whatsapp.com/LDW4EGPznOj... (GROUP - 1 | FULL) https://chat.whatsapp.com/CHSU156XqWV... (GROUP - 2) Telegram : https://t.me/saurabhdahivadkar Facebook : / saurabhdahivadkar Instagram : / saurabhdahivadkar ALL THE VERY BEST !! . . ENGINEERING FIRST YEAR | ENGINEERING FIRST SEM MATHS | ENGINEERING MATHS | APPLIED MATHS | KUMBHOJKAR MATHS-1 | MUMBAI UNIVERSITY | PUNE UNIVERSITY | APPLICATION OF PARTIAL DIFFERENTIATION | SUCCESSIVE DIFFERENTIATION | SSPU | NAGPUR UNIVERSITY | JALGAON UNIVERSITY | NORTH MAHARASHTRA UNIVERSITY | ENGINEERING | ENGINEER . . #eulerstheorem #homogenousfunctions #saurabhdahivadkar #mumbaiuniversity #engineeringfirstyear #engineeringmaths #sspu #nagpuruniversity #engineering #engineeringbooks #bestbooksforengineeringfirstyear #bestchannelforengineering #partialdifferentiation #successivedifferentiation #complexnumber #matrices