Comment if this series is transforming your life? Your reviews about the lecture, any thing u specifically liked? any "aha/wow" moments? do comment i will love to hear them😄 Full Course: ru-vid.com/group/PL2dPD7oDhSn9sWNfHbD8_VAs4as19rD6J&feature=shared Calculus Problem Solving Courses: ru-vid.com/group/PL2dPD7oDhSn9eObmrHoL3z49OBAAZbuiC&feature=shared Notes: drive.google.com/drive/folders/1TEIdSlr5fLnDA6y9tyyvUgvXxPyo8XDc?usp=sharing
*Agar content mein masti hai to teacher advanced level hai* For those who are thinking type-3 and type-4 are just just done on random thought process:-(Note-This is my self made mind map via observation not the algorithm from full problem solving course) Via my observation In those questions:-> 1)First find suspicious points where you have to check, For finding suspicious points we used some tools like- •Check the points where function's defination is changing •Remember the graphs of elementary functions so that you could find in which points where function shows *नौटंकी* and you need to check your functions at those points •Next is Remember algebra of continuity and differentiability and composition too (same results as Algebra of irrational numbers) (Note is such steps:- *check means to check differentiability and continuity at that point *During those steps you can redefine the function at critical points to simplify) 2)Now after you got The suspicious points your question is converted to type-1&2 Now for continuity check lHl, RHL, functional value *For differentiability check continuity,if it's continuous check--> •LHD,RHD •if except critical points Graph Is continuous then, Define derivative function and check continuity at critical points •Or else if possible Draw the graph and at critical points check slope .(for making graphs in a efficient way remember elementary graphs , remember graphical transformation rules , and curve sketching-->[find derivative fx^n and 2nd derivative function and via using limits]) Note-->checking continuity point and LHD,RHD you need to be comfortable in solving limits if you are not check previous video 40:19 -->important (gof(x) composite function generation) and 3:10:21 1:14:27--> min/maxf(x) mein graph se kro --> first thought 2:16:15--> jahan function ki transition ho rhi hai uss point ko alag se dekh le(uski continuity and differentiability) include Matt kro interval mein (eg-x=π) 3)For Rest advanced level mislaneous points check below marked timestamps:-----> 2:42:42 if the multiplication between 2 functions (DC ×C) when c had continuous point zero then result will be continuous function with continuity point =0 3:45:09-4:10:32---> jahan strike kr jaye graph bana skte Hein bana liya kro 4:32:28--> Now plot the graph of cubic very fast 4:21:42--> subtle advanced level point 4:36:58--> ye badhiya tha guru Note:- even function mein modulus hatt jayega eg-cos|sin(π+2x)|=cos(sin(π+2x)) 3:54:55--> algebra of functions 5:05:57--> Important (In [ ] and { } in integers as suspicious critic points when to check continuity and differentiability 5:08:39-->Picewise functions asani se define krne ke liye jaha. Jahan woh घपला krta hai given interval mein usne बांट do eg-> 5:15:03 , 5:09:44
2:13:50 Graph of *xsinx* 2:29:00 Denominator=0, discontinuity 2:41:47 Important Rule: h(x)=f(x).g(x) can be continuous if g(x)=0 for LHL,RHL and Functional Value. 2:55:29 Trick for drawing max(f(x)) graph. 3:19:49 Keep in mind the variable in limits. 3:27:20 Important Rational and Irrational Type 4:18:52 Redefining and addition of functions 4:32:23 Condition for non-diff. of |f(x)|: f(x)=0, f'(x) != 0 5:02:46 Check for f'(x)=0 point to be in range while checking differentiability of [f(x)] as it might be continuous for that point.
TYPE 3 2:09:21 Discontinius kahan hai 2:15:52 x sinx wala question 2:28:00 Good and conceptual u(x) problem 2:30:50 Extreme lhl and equality discontinous test 2:40:00 good observation and concptual [x2]sinpix 2:45:20 Easy and undersatandable of astonishing result of ashish sir 2:47:40 understanding of max funstion in f(t) 3:11:55 W Question dabba e ki power x 3:18:00 special type a ki power n TYPE 4 3:38:00 Obs by graph m,aking of modx + mod z 3:44:00 bhayanak and good conceptual lambda and mew wala 3:48:00 good grph anlysis 3:55:40 adddition of functions using graph 4:15:00 astonishing result in point of non differentiability ashish sir 4:17:00 Good graph based of mod x ka dabba
Important Questions for personal Rervesion 1:36:00 1:46:21 1:51:53 1:55:13 important key points 2:11:44 (GIF WAALE QUESTION) 2:13:19 (Graqph analysis xsinx) 2:33:33 (New type Questions) 3:17:47 (?Very Important type)
I have watched this lecture before but I am here again to revise and also bcz I was feeling stressed and the only thing which reduces my stress is your lecture . Sir , you are the one who inspires me and burns that candle of curiosity inside me . I will try my best in adv 2024❤
Bro please upload integarition course s remaing lec as it is the most asked types of questions are you just left the same thing which is even more complecated
Sir we know it's really hard for you par we need you...we really really need you please try to cover max syallabus for mains or advance mein bhi aapka sath chaiye.... please stay connected with us aap aise jao mat dar lagta hai sir aap hi maths sambhale ho aap chale jaoge toh kya hoga please consistent rahiye main janti hu aapke liye tough hai par koi toh way hoga na sir....Mera selection hogya I swear aapki help karaungi course mein
4:58:01 sir please reply I have made it's graph using emulator and there I counted 79 point of discontinuity. Why you considerd 0 wha par integer thodi ban rha ha
36:36, a+1 hoga ya sin(a+1) hoga? 1:21:04 c option sahi hoga 1:40:00 lekin bhai (ND+ND)+D = D +D bhi to ho sakta hein 3:22:09 (-1)^infinity defined nahi hein kiuki (-1)^even = 1 and (-1)^odd = -1 aur infinity pe jate jate 1 -1 1 -1 mei switch hota rahega matlab infinite point pe deiscontinious ho jaiga. Bhai apne rate measure, approximation and tangent normal nahi karaya kya?
2:26:31, bhaiya ekk doubt tha, we find continuity in the domain of function, but here, since x=1 is not present in the domain of function then why should we check continuity at that point?
bhaiya u are great hats off to u , the hard work u are doing is next level thank you bhaiya and i promise i will not waste your hard work i will also work hard and will crack jee once again thank you bhaiya
Bhaiya one suggestion is its the time when we need proper solutions of pyq because our theory is already done so i think you should upload only pyq video for noww as our exam have only few days left ..
Sir WBJEE students ke liye ek Guide video upload kar di jiye na . Matlab maths ka level and all । It would help us whom are also giving wbjee as 2nd option ❤❤
2:01:46 Bhaiya abhi tak saare Qs mein aap f'(x) ki continuity se pata kar rahe the function differentiable hai ya nahi hai aur yahan pe f'(x) continuous nhi tha fir bhi function differentiable hogaya kuch smjh nhi aaya ye Please reply why this happened.
Differentiability is a little bit easier than continuity... Limits or continuity to int. Se bhi zyada tuff hone laga hai... But bhaiya I'll do my best...
2:01:40 Can anybody tell= LIMITING VALUE AND FUNCTIONAL VALUE MAI DIFFERNCE KYA HAI bcz 1)R.H.D and L.H.D se solve karna and 2)Direct differentiate karke solve karna:= bahiya said in starting ki "3 types hai Q. solve karne kai 1) Graph and 2) and 3) "Joh upar likha hai then hence q.30 mai dono se same answer anaa chaiye ya toh 0 ya toh Doesn't exist , Toh yehe alaga kyu aaye hame kaise pata chaelga kab konsa method lagana hai?
For some x=a Limiting value per graph defined nhi hota but using limit we are able to determine the value(approx) but function value is exact and defined
Bhaiya what lectures of crash course i have to watch if i only want to do vector 3D , mat & det because i don't have time and mein kuch tho krke jana chahta hun exam ke liye ek bhi chapter nhi Kiya hai maths mein ????
Bhaiya Q15 mei aap depth mei nhi gye graphical analysis sei bhi to kr skte the thoda utna clarity nhi aayi ik crash course hai still aap fir bhi kaafi depth mei jaate the har topics mei
Oho bhaiya din pe din handsome hote jaare ho hume bhi batao is sundarta ka raaz humare to ankho ke niche kuwe khud gaye hain 😅😅 Btw going to watch it in one go 👊🏻👍🏻
Bhai mene apka ye lecture dekha dekhkar lag raha hai sirf dekhne se clarity nhi aa rahi dimag me abhi bhi doubt hai ki aap Kai jagah modulus ko kholke solve kr rahe Kai jagah Bina khole aur number of differentiability points , graphically analysis, aur jo aap bar bar function ko define krte vahan doubt hai.
Ofc, you have to solve some (all) questions too. Easy questions leave kardo, type chalu hone ke baad starting ke 5 try karna and 10~15 questions hone ke baad 4~5 questions try karte rehna Also, mock do. Mocks ke analysis ke baad clear ho jayege ye doubts (usually)
bhaiya acchi neend liya karo kabhi kabhi aap bohot galtiya karte ho aur samjhta nahi hai, 2024 walon ko abh bhool jao and chill karke padhao nahi toh apki brand value giregi
