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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