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2,911 results
We are going to use the chain rule to differentiate the function f(x)=(9x^(4x-2))^3. However, the teacher gave the answer ...
66,145 views
4 months ago
Welcome to chapter 3.3 called partial differentiation and being the last part of this, functions of higher dimensions. So to explain ...
38 views
8 months ago
Hello Friends ! How are you! Today's Video We are going see Applied Mathematics two with Step by step procedure . Subscribe ...
4,782 views
··· A huge thank you to Prof. Andrew Lo (MIT) for speaking with us and helping with the script. We would also like to thank the ...
7,634,545 views
3 months ago
This video explains how to determine first order partial derivatives. https://mathispower4u.com.
489 views
2 months ago
Function of several variables ...
3,284 views
7 months ago
So for example, the first row will be the partial derivative of N1 with respect to x one. Then it will be the partial derivative of f one ...
128 views
This video explains how to use the chain rule to find partial derivatives of a function to two variables and two independent ...
476 views
1 month ago
477 views
420 views
The function z=f(x,y)=x^2+y^2 is a multivariable function. Its domain is ℝ^2 and its codomain is ℝ (written f : ℝ^2 → ℝ). Its graph is ...
79 views
And the height of this triangle here is given by partial of f with respect to x, which is the slope in this direction, x dx. That will give ...
44 views
This video will introduce the partial derivative and the closely related gradient for scalar functions, and also the directional ...
22 views
And you saw that the partial derivative of f with respect to each of the input variables. And you could define the total differential df ...
91 views
And then plus the partial of y cubed with respect to x. So if y is a constant, the partial derivative with respect to x is 0. So 0, okay?
33 views
MIT 18.S096 Matrix Calculus For Machine Learning And Beyond, IAP 2023 Instructors: Alan Edelman, Steven G. Johnson View ...
10,352 views
Can we exponentiate vectors? What does e^(d/dx) mean? Does it make sense to exponentiate a whole bunch of vectors?
117,384 views
5 months ago
John Cristobal: Partial derivatives. follow. The same type. John Cristobal: Of limit definition. John Cristobal: Of the derivative.
2 views
10 months ago
Here is a multivariable calculus function: z=f(x,y)=x^3+5x^2*y+2y^2-4y-11. How do we find the partial derivatives ∂z/∂x and ...
75 views
... of a Hamiltonian function by Clairaut's Theorem about the equality of mixed second order partial derivatives. It is also sufficient.
204 views
6 months ago