One example. Let’s write, position of a particle, position of a particle in its linear motion varies with acceleration, position of a particle in its linear motion varies with acceleration according to given function. Find the velocity at x = 2 meter if v = 0 for x = 0 meter per second. Acceleration of […]
Let’s discuss the definite integral. Let us discuss the definite integral. Now listen carefully. This is the indefinite integral of a function, okay. Now what we do is we integrate this function from one initial value to one final value. This is called definite integral of f(x), definite integral of f(x) with respect to x […]
If x is replaced by ax + b in all standard formulas, then their differential follow this route. Suppose my dear there is some function f(x), and after
differentiating you get g(x), for example if you differentiate sin x, you get cos x. so if the function if […]
Ok so it actually goes with chain rule.
What is chain rule? See dy/dx which explains you rate of change of Y with respect to X can also be written as product of two different rates dy/dt and
dt/dx.
First term gives […]
Std 11,Physics,Differentiation,Ch-1 Introduction to Differentiation
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