Numerical Differentiation Using Newton's Forward Difference formula I Kamaldeep Nijjar

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02 Numerical Differentiation Using Newton's Forward Difference formula I Kamaldeep Nijjar

Numerical differentiation is a technique used in mathematics and computer science to approximate the derivative of a function at a particular point. It involves using numerical methods, such as finite differences, to estimate the slope of the tangent line to the curve at the point of interest. This technique is often used in scientific and engineering applications where analytical differentiation may be difficult or impossible to compute, or when dealing with data that is noisy or incomplete. Numerical differentiation plays a vital role in many areas, including optimization, machine learning, and numerical analysis.

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Sir es book da 4th lesson...( Interpolation ) krvado ... Important chapter aa ❤

indertutkalan
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Sir analysis de chapter reimann stelijes chapter de video upload ker deo ji

ArshdeepSingh-cbvq