Find all second-order partial derivatives of the given function. z= 2x In (5x Zxx

Q: Find the first partial derivatives of the function. w = In(x + 4y + 8z) Əw ax aw ду aw II II II

A: Given, w= ln(x+4y+8z)

Q: Find all the second-order partial derivatives of the following function. w = 6x sin (7x°y)

A: We will solve the following.

Q: Find all second-order partial derivatives for the following. z = 7ye6x

A: Given that z=7ye6x. Obtain first partial derivative. ∂z∂x=7ye6x'=42ye6x∂z∂y=7ye6x'=7e6x

Q: Find all of the first order partial derivatives for the following functions.

A: Given equation is v=exy lnx+y   Here, x and y are independent variable. v is dependent variable and…

Q: Find the partial derivatives of the given function with respect to each of the vari-ables in the…

A:

Q: 2. Determine the first order partial derivatives for each of the following functions. i) Q =…

A:

Q: Find all the second-order partial derivatives of the following function. w = 4x2 tan (4x°y)

A: The given function is  w = 4x2 tan(4x8y)

Q: 3: Find all the second-order partial derivatives of the functions a) f(x. y) = x + y + xy

A:

Q: Find the first partial derivatives of the function.   f(x, y)=-5xy

A:

Q: Find the first partial derivatives of the following function. 2s - 3t f(s,t) = 4s + 5t

A: We have to find the partial derivative

Q: Find all the second-order partial derivatives of the following function. 4x - 4y W = x² + 3y

A:

Q: Find all second-order partial derivatives for the following.

A: ∂2∂ x2ln7x+3y=∂ ∂ x77x+3y=∂ ∂ x77x+3y

Q: dz öz Find the partial derivatives, and of the following function: ду ax z = In (2x2 + 4y2)

A: Givenz=ln (2x2+4y2)∂z∂y=∂∂y ln(2x2+4y2)Apply chain rule ∂f∂ygy=f'gyg'yie ln fx'=f'xfx

Q: Find the first partial derivatives of the function. w = In(x + 3y + 6z) %3D

A: Given, The function, W = ln(x + 3y + 6z)

Q: Find all the second-order partial derivatives of the following function. 2х - 4y x2 + 2y dy?

A:

Q: b) F\«,y)= og(3x - 2y° + y)

A:

Q: compute the first-order partial derivatives.  z = e−x2−y2

A: Given,z = e−x2−y2We have to evaluate ∂z∂x and ∂z∂y

Q: Find all the first and second order partial derivatives of z for the following function: z = x2 – xy…

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Q: ......... Find the first partial derivatives of the function. g(s, t) = s't + st 9s 9t II

A:

Q: Find the first partial derivatives of the function z = (2x + 3y)10.

A:

Q: 6. Find the second order partial derivatives of the following: U = u(x1x2) = xfx Q = q(K,L) = K=La…

A: This question is related to the differentiation, We will solve it using given information.

Q: Find the first partial derivatives of the following function. g(x,y) = cos ° (x°y³) ag

A: I have used chain rule for derivative

Q: Find the four second partial derivatives of the following function. z= 9y e 4*

A: Topic :- Differentiation

Q: 1. u= x² + y² + z²

A: On solving this we will get

Q: 3. z = x+y x-y

A: The given function is  z=(x+y)/(x-y).

Q: Find all of the first order partial derivatives for the following functions:

A: Given function is z=wx2y+xy2+tanwx. To find all of the first order partial derivative of the given…

Q: Find the first partial derivatives of the following function. 5s-2t

A: The given function has two independent variables s and t.The partial derivative of the function with…

Q: a) F:IR-> IR, Flxxy) = e

A: Note:- As per our guidelines, we can answer the first problem. Please resubmit the problem with…

Q: Find all second-order partial derivatives of the given functions: (c) h(x,y) = In (x² + y)

A: Given; h(x,y)=ln(x2+y).

Q: Find all the second partial derivatives of Z and show complete solutions Z= xy3ln( 3xey )

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Q: Find all the second order partial derivatives for the following

A:

Q: Find all the second-order partial derivatives of the following function. w = 2x sin (8x²y)

A: To find the second partial derivative of the given function we have to use the chain rule of…

Q: Find all the second-order partial derivatives of the following function. 3x -y w = 4y e

A:

Q: Find all first partial derivatives, and evaluate each at the given point.                 f(x, y) =…

A: The given function is fx,y=x2-y  and a point is 0, 2. Compute the partial derivatives as follows. .…

Q: Find the four second partial derivatives of the following function. z= 3y e 7x Zxx =

A: The four-second partial derivatives of function z=f(x,y), zxx, zyy, zxy, zyx

Q: Find all the second order partial derivatives of the given function. f (x, y) = In(x²y – x) %3D

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Q: Find all the first order partial derivatives for the following function. ,6 f(x.y) = In 2

A:

Q: Find all the second-order partial derivatives of the following function. w = 2x sin (6xy)

A: Given function w=2xsin6x2y. The main objective is to find all the second order partial derivative of…

Q: Find all the second-order partial derivatives of the following function. w = 7x sin (2xy)

A: The objective is to find all second order Partial derivatives.

Q: Find all the second-order partial derivatives of the following function. h(x.y) = xe +7y+3

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Q: Find all the second-order partial derivatives of the following function. 2х - у W = 3x2 + 3y dx2

A:

Q: Find the first partial derivatives of the following function. f(x,y)-./ 3x2 + 8xyty2

A: To calculate the first partial derivatives of the given function of two variables

Q: Find the four second partial derivatives of the following function f(xy)-In (7x2 + y2 +9)

A: To calculate all the second order partial derivatives of the given function of two variables

Q: Find the first partial derivatives of the following function. 3 f(x.y) =x° - 8xy – 4y f, (x.y) =O

A: the given function is: fx,y=x3-8xy-4y2 we have to find the first partial derivative fxx,y of the…

Q: Find all the first-order partial derivatives of the following: a) f(x,y) = \x*e – 2* + y

A:

Q: Find all the second order partial derivatives of the given function. f(x.y) = x+y

A: Partial differentiation

Q: Find the four second partial derivatives of the following function. 3 5 h(x.y) =x +xy +4

A:

Q: Find all the second-order partial derivatives of the following function. 2x-4y x2 +2y %D dx2

A:

Average

In mathematics, everyone must have heard the term average in one place or other. Almost all types of calculation require taking out an average. In everyday life, the term is used for denoting a certain amount that can be said to be a typical quantity for multiple people or objects. In other words, if a group of people possesses a certain object, then the average gives us an idea regarding the quantity of the object possessed by each person. However, this is solely based on mathematical calculation. It is important to note that most people will not strictly have the average value in a group.