Let f be a differentiable function satisfying |28JAN26|SHIFT2 #jeemain2026 #maths #definiteintegrals

Let f be a differentiable function satisfying f(x) = 1 – 2x + int_0^x e^x-t f(t)dt, x in R and let g(x) = int_0^x [(f(t)+2]^15 (t – 4)^6 (t + 12)^17dt, x in R. If p and q are respectively the points of local minima and local maxima of g, then the value of |p + q| is equal to|JEE MAINS |28JAN26|SHIFT2|Q23|DEFINITE INTEGRATION| MATHEMATICS QUESTION FROM - IIT JEE MATHEMATICS| PREVIOUS YEAR PAPER SOLUTION| JEE MAINS2026|DEFINITE INTEGRATION |MATHEMATICSPROPERTIESOFDEFINITEINTEGRATION#WALISFORMULA#GAMMAFUNCTION#REDUCTINFORMULA#LEIBNITZRULE#LIMITASASUMT#JEEMAINS#2026#JEEMAINS2026 #jeeadvanced #exampler #exam #maths #ncert #education #mains DEFINITE INTEGRATION    • DEFINITE INTEGRAL CLASS 12   ------------------------------------------------------------------------------------------------------------------------ IIT JEE PREVIOUS YEAR PAPER SOLUTION    • IIT JEE PREVIOUS YEAR PAPER SOLUTION   --------------------------------------------------------------------------------------------------------------------------- JEE MAINS PREVIOUS YEAR    • JEE MAINS PREVIOUS YEAR   ---------------------------------------------------------------------------------------------------------------------- Subscribe to our channel for the latest trending and PREVIOUS YEAR QUESTION PAPER SOLUTION videos on various topics from subjects like – Mathematics for VARIOUS competitive exams like JEE, NDA, Boards & higher studies. We are providing you with video-based solutions to all the topics of Mathematics to help you score maximum marks. Mathematics is known to be a tricky yet scoring subject, but you need a hang of the concepts to fetch top marks in the subject. Our video solutions aim to provide you with the same. ► Like and share the videos with your friends. ► If you have any Doubts, Queries, or Suggestions, please comment below in the comment section. ► Thank you for watching the videos.