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TN - XII
- Heating effect : Joule's law
- Magnetic effect of current
- Biot - Savart Law
- Ampere's Circuital Law
- Magnetic Lorentz force
- Force on acurrent carrying conductor placed in a magnetic field
- Torque experienced by a current loop in a uniform magnetic field
- Current loop as a magnetic dipole
- The magnetic dipole moment of a revolving electron
- Semiconductors
- PN Junction diode
- PN junction diode as rectifier
- Breakdown mechanisms
- Zener diode and Zener diode as voltage regulator
- Light Emitting Diode (LED), and Junction transistor
- Transistor circuit symbols
- Transistor as a switch and Transistor amplifier
- Transistor biasing
- Single stage CE amplifier
- Multistage amplifiers
- Feedback in amplifiers
- Transistor oscillators
- Integrated circuit (IC)
- Digital electronics
- Operational amplifier (OP - AMP)
- Electronic measuring instruments
- An Introduction to Staroffice
- Creating a New Document Using Staroffice Writer and Entering Text in the Document
- Saving, Closing and Opening Documents
- Moving Around the Document
- Scrolling The Document and Correcting Mistakes
- Inserting Text and Selecting Text
- Moving the Text
- Copying the Text , Finding and Replacing Text
- Introduction
- Working with Staroffice Calc and Editing the Data in the worksheet
- Creating Formulae
- Fill command
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- Drawing in a Spreadsheet
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- Working with Charts
- Working with Multiple Sheets
- Printing Worksheets and Database Functions in Staroffice Calc
- Introduction and Derivative as a rate measure
- Related Rates
- Tangents and Normals (Derivative as a measure of slope)
- Angle between two curves
- Mean value theorems and their applications
- Evaluating Indeterminate forms
- Monotonic Functions
- Maximum and Minimum values and their applications
- Practical problems involving maximum and minimum values
- Concavity (convexity) and points of inflection
Reduction formulae Doubts and Replies
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this question belongs to differential calculus 2 chapter?
Swarubini p j
- about 8 years ago
- TN - XII
- >
- Maths
- > Integral CalCulus: Applications
- > Reduction formulae
