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Differential equations show how a functions derivative relates to some function. We can use integration to solve differential ...

Fourier Transform Example Fourier transforms are hard!! Which is why it would be nice to have a concrete example of a Fourier ...

... here and continuous here then it becomes discrete okay um so what do we got here uh here is a graph of f ofx the function of x ...

Learn about continuous compounding in finance and math! In this lesson, we'll introduce the continuous compounding formula ...

Limit of a function.

To find the function f(x) we consider the equation f(2x)-f(x)=x, replace x with r,r/2,r/4,... we obtain several equation we add them up ...

John invests $2000 in an investment account that pays 3% interest compounded continuously. How much will the account be ...

Video 2: Continuity Correction.

Okay so question seven then a continuous random variable X has probability density function 20 * X cub - X4 and then it equals 0 ...

... So if we think about that function machine these are the inputs all the possible inputs of a function So it basically represents also ...

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An introduction to using integrals to calculate the average value of a function. You can find my whole Calculus 2 playlist here: ...

Math with Trockers ntarakino@gmail.com +263772978155.

Rational Functions and Limits Explained In this video, we break down everything you need to know about rational functions and ...

In this video, we'll explore how the inverse function theorem in calculus helps us find the derivative of inverse function without ...

Topic: Mean Value Theorem.

Limits and Continuity Part 2 | Deeper dives into continuity Welcome back to our series on limits and continuity! In Part 1, we ...