∫((1−5cos²x)/(sin⁵x cos²x)) dx = f(x)+C, Find f(π/6)−f(π/4)|| JEE Main 2026 || definite integration скачать в хорошем качестве

∫((1−5cos²x)/(sin⁵x cos²x)) dx = f(x)+C, Find f(π/6)−f(π/4)|| JEE Main 2026 || definite integration

If ∫((1 − 5cos²x) / (sin⁵x cos²x)) dx = f(x) + C, where C is the constant of integration, then find the value of f(π/6) − f(π/4). Options: (1) (1/√3)(26 + √3) (2) (1/√3)(26 − √3) (3) (4/√3)(8 − √6) (4) (2/√3)(4 + √6) In this video, we solve this JEE Main 2026 Calculus PYQ step by step using concepts of integration and trigonometric identities. This type of question is very important for JEE Main, JEE Advanced, and other engineering entrance exams. Topics covered in this video: • Integration tricks • Trigonometric identities • JEE Main PYQ solving strategy • Calculus for IIT JEE Watch the full video to understand the concept clearly and solve similar problems quickly in exams. If you are preparing for IIT JEE, make sure to practice these types of questions regularly. Don't forget to Like, Share and Subscribe for more JEE Main PYQ solutions. Hashtags #JEEMain2026 #JEEMaths #JEEMainPYQ #Calculus #Integration #DefiniteIntegration #IITJEE #JEEPreparation #MathsForJEE #EngineeringEntrance #JEEQuestion #IntegralCalculus #StudyForJEE #MathsTricks #JEEExam