Derivation using integration altogether for IIT-JEE

Derivation using integration altogether for IIT-JEE

🚀 "Master Every IIT-JEE Derivation in Just 3 Lectures – Simplified, Stepwise & Crystal Clear!" 🔥

₹652.15

₹4,999

Instructor: Praveen guptaLanguage: Hinglish

About the course

यह कोर्स क्यों ज़रूरी है?

IIT JEE की तैयारी के दौरान कई बार छात्रों को Integration-Based Derivations से जूझना पड़ता है।
Center of Mass, Moment of Inertia, Electric potential , Electric Field, Magnetic Field जैसी derivations को सही तरीके से समझे बिना नए सवालों को हल करना मुश्किल हो जाता है।

👉 इसी समस्या का समाधान लेकर आया हूँ – "All Derivations Simplified"
✅ सिर्फ 6-8 hours में सभी महत्वपूर्ण derivations को stepwise और सरल भाषा में समझाया जाएगा।
✅ अब कोई भी derivation आसानी से समझें, याद रखें और JEE Advanced level के नए सवालों को confidently हल करें।

📌 इस कोर्स में आप सीखेंगे:

✔ Stepwise Integration की जरूरत कब पड़ती है?
✔ Differential elements कैसे तय करते हैं और उनका क्या मतलब होता है?
✔ हर derivation को आसानी से कैसे समझें और याद रखें?
✔ किसी भी नए concept-based सवाल को कैसे solve करें?

📖 कोर्स का पूरा Syllabus (Derivations Covered)

🔹 1️⃣ Scalar Quantities & Their Calculations

(A) Center of Mass Position Derivations

✔ Semicircular Ring
✔ Sector Ring
✔ Semicircular Disk
✔ Sector Disk
✔ Hollow Cone
✔ Solid Cone
✔ Hollow Hemisphere
✔ Solid Hemisphere

(B) Moment of Inertia (M.I.) Derivations

✔ M.I. of a Thin Rod (M, L) about com and about an end :
✔ M.I. of a Ring, Hoop, Hollow Cylinder, Solid Cylinder, and Rectangular Plate
✔ M.I. of a Hollow Sphere, Solid Sphere, and Solid Cone
 

(C) Electric Potential Derivations

✔ Due to a uniformly chrged Ring on its Axis and center 
✔ Due to a Disk on its Axis
✔ For a Uniform Spherical Shell (Inside & Outside)
✔ For a Solid Sphere (Inside & Outside)
✔ For a Hemispherical Shell & Uniform Mass Disk


🔹 2️⃣ Vector Quantities & Their Calculations

(A) Gravitational Field Intensities

👉 Gravitational Field Due to Different Mass Distributions:
✔ Due to a Spherical Mass at a distant point P
✔ Due to a Point Mass System
✔ Due to a Continuous Mass System
✔ Inside & Outside a Uniform Spherical Shell
✔ Inside & Outside a Uniform Solid Sphere
✔ Due to Finite, Semi-Infinite & Infinite Line Mass
✔ Due to Uniform Mass Ring & Disk
✔ Due to an Infinite Non-Conducting Mass Sheet

(B) Electric Field Intensities

👉 Electric Field Due to Different Charge Distributions:
✔ Due to Finite, Semi-Infinite & Infinite Line Charge
✔ Due to a Uniformly Charged Ring & Disk
✔ Due to a Uniformly Charged Spherical Shell
✔ Due to an Infinite Non-Conducting Charge Sheet

(C) Magnetic Field Intensities

👉 Magnetic Field Due to Different Current-Carrying Structures:
✔ At the Center of:

  • Circular Loop
  • Semi-Circular Wire
  • Sector Ring
    ✔ Due to a Current-Carrying Wire:
  • Finite
  • Semi-Infinite
  • Infinite
    ✔ Due to a Long Current-Carrying Plate
    ✔ Due to an Infinite Current-Carrying Sheet
    ✔ Due to a Finite-Length Solenoid

✨ यह कोर्स आपके लिए क्यों ज़रूरी है?

✅ हर derivation को आसान भाषा में stepwise समझाया जाएगा।
✅ सिर्फ 6-8 hours लेक्चर्स में सभी महत्वपूर्ण derivations को कवर कर लिया जाएगा।
✅ अब कोई भी JEE Advanced level का सवाल आसानी से हल कर पाएंगे।

📢 जल्दी से रजिस्टर करें और derivations की टेंशन को खत्म करें! ✅

Syllabus

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