Short Trick | Find d²y/dx² | Differentiation under Integral | JEE & Board Exam Concept
Short Trick | Find d²y/dx² | Differentiation under Integral | JEE & Board Exam Concept In this video, we solve a beautiful calculus question: 𝑥=∫25_0^𝑦𝑑𝑡/√(1+𝑡^2 ) , then (𝑑^2 𝑦)/𝑑𝑥^2 Learn the fastest and simplest method using basic differentiation and chain rule. Perfect for Class 12, JEE Mains, JEE Advanced, and Board exams. Watch till the end to understand the shortcut trick and concept clarity! 📚 Topics Covered: Differentiation under integral sign Chain rule application Quick trick for 2nd derivative Concept of inverse hyperbolic function #maths #mathematics #mathstricks #mathshorts #mathproblem #mathsolutions #mathtips #mathconcepts #mathformula #mathstudy #learnmath #mathlove #mathmotivation #mathtutorial #mathpractice #mathrevision #mathteacher #mathstudent #mathgenius #mathfun #class11maths #class12maths #cbseclass12 #cbseboardexam #cbse2025 #ncertmaths #boardexam2025 #cbsetopper #cbsemaths #mathsboardexam #class12boards #12thmath #jee #jeemains #jeemains2025 #jeeadvanced #jeepreparation #jeetricks #jeemath #iitjee #iitjee2025 #jeequestions #jeeconcepts #jeemaths #jeetoppers #jeerevision #jeeshorts #jeechannel #calculus #integration #differentiation #derivatives #integrals #mathintegration #mathematicalconcepts #calculusshorts #mathsintegration #inversefunctions #chainrule #integrationtricks #differentiationtricks #calculusquestions #studymotivation #studywithme #studentlife #examtricks #focusstudy #smartstudy #conceptclarity #mathskills #studyshorts #learningtips #onlinemaths#ramacademy01
