Discover The Power Of Differentiation: Calculating Slope, Rate Of Change, And Motion Dynamics

In this session on applications of differentiation of a function or applications of derivative of a function, you will learn about the followings
The slope of tangent line to a curve | Rate of change of different dynamics | Rate of change of distance, height, or position of a body | Rate of change of Volume | Rate of change of population | Rate of change of velocity | Applications of differentiation in physics | Applications of differentiation in geometry | Applications of implicit differentiation.
We have already seen following topics in different videos.
The Concept of implicit differentiation | Why do we need implicit differentiation | Implicit and Explicit forms | Chain Rule for implicit differentation | Examples of implicit differentiation | Slope of tangent line to curve defined by implicit form | Equation of tangent line to curve defined by implicit form | Tangent line to equation of heart | General Power Rule of Differentiation | When and How to use Chain Rule |
Chain Rule for Trigonometric functions | Chain Rule for Polynomial functions | Chain Rule for Rational functions | Chain Rule for Square Root functions | Chain Rule for nth root functions | Chain Rule, Product Rule and Quotient Rule |
#applicationsofderivatives #applicationsofdifferentialcalculus #rateofchange #rateofchangeofquantities #calculus
#implicit_differentiation #implicitdifferentiation #implicitderivative #implicitfunction #implicitform
#implicitcurve #tangentline #slopeofaline #slopeofatangentline #tangenttocurve #functionsandrelations #functionsandlimits #functionsanddifferentiation
#chainrule #chainruleforderivative #calculus
#differentiation #derivativeformulas #derivatives #derivativesofthefunction #derivative #differential_calculus #differentiation #differentiationoffunction #rateofchange #rateofchangeofquantities #productrule #quotientrule #leibniz #leibniztheorem #leibnrule
#calculus #functions #continuousfunction #discontinuousFunctions
#limitoffunction #mathematics #computerscience #mathforCS
#sukkuriba #sukkuribauniversity

[@NehalSoomro-rt4oc]

That's Great!! Helpful!!

[@TahirRajri]

Good 👍

[@DivineJEE_]

This video is helpful for all students 💯

[@Muhammad_Ramzan22]

It was really helpful. No doubt, you have tried to explain as thoroughly as possible.

[@dharanjarshi17]

Kamal sain ❤