Inx Iny mz dx dy dz

Q: dy/dx of x + y + xỵ = 3

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Q: find dy/dx at the given point. (x + 2)2 − 6(2y + 3)2 = 3, (1,−1)

A: Given that  (x + 2)2 − 6(2y + 3)2 = 3 Differentiating with respect to x

Q: dy sin x Ify= et dx

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Q: dy +iy = sin x dx

A: We have to solve given problem:

Q: Find dy/dx if  y=(x+1)x

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Q: y=(6+ex)13y=(6+ex)13 Find dy/dx dy/dx=

A: Using differentiation with respect to x,

Q: (a) dx dy dz (d) dy dz dx (e) dz dx dy (f) dz dy dx /o Jo

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Q: Js xng" dy dy

A: In general, the integral of a real valued function f(x) with respect to a real variable x on an…

Q: Find dx/dy if y = x² + 1/x

A: To find dx/dy if y = x² + 1/x

Q: Calculate dy/dx

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Q: y = tx2 + tx dy Find dx dy dx + 2tx * dy Find dt dy dt II

A: Given that y=tx2+t4x We have to find dydx  and dydt dydx is the derivative of y with respect to x…

Q: T rsinx S"Stnx y dy dx 2 dx dy

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Q: 5 If y = dy then dx %3D x+1

A: Given that: y=xx+15

Q: 1. xyz dx dy dz

A: There is triple integration. First we integrate with respect to x, then w.r.t y and then w.r.t z.

Q: Find dy if y = (1 – æ*) * dx

A: The function is given by y =1-x314 To evaluate : The expression

Q: Find dy/dx. x = t/(9+t), y = (9+t)^(1/2) dy/dx = ?

A: We have to use the parametric form of differentiation . In parametric form of differentiation , we…

Q: dy y In y dx

A: Please see the explanation below

Q: dy dx 1+ey

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Q: 3. LLa (x + 2y) dy dx

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Q: Evaluate dz dy dx. o y+z

A: First calculate integral with respect to z then respect to y then respect to z

Q: S S* e*(y + 2z) dz dy dx

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Q: Н.W. 2) Inx = dy = 1 dx dy 1) = ex-y 3) /2ху dx dy y

A: Since you have posted a question with multiple sub parts, we will solve the first three subparts for…

Q: determine dy/dx if xy = ecsch(x)+picos(0)

A: The given implicit equation is: xy=ecsch(x)+picos(0) Clearly cos(0) = 1, so…

Q: y e dz dx dy -Inx

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Q: Find dy/dx, if y=(x^2−2)^3 (2x+3)^4 dy/dx = _____

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Q: Inx Iny Imz dx dy dz

A: To evaluate the integral ∫1e ∫1e∫1eln x ln y ln z dx dy dz, rewrite the integral ∫1e ∫1eln y ln z dy…

Q: Evaluate S. So dy 0 dx √√[y(1+x²)]

A: Problem is solved using concept of integral.

Q: 1 (* ex+y dy dx

A: We need to evaluate the following integral ∫01∫0xex+ydy dx

Q: Calculate dy/dx if x and y are related as below xe" – y=x 2

A: To determine:

Q: xcosh(y)dy – sinh(y) dx = 0 %3D

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Q: Cln S iny 7. ex+y dx dy 0.

A: I=∫1ln8∫0lnyex+ydxdy⇒I        =∫1ln8ey∫0lnyexdxdy               =∫1ln8eyex0lnydy…

Q: LL y e* dz dx dy -Inx

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Q: Inx Iny Inz dx dy dz

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Q: dy dx = (1 + y²)ex dx

A: As per the instruction, we will be answering the first question. For (1),      y'…

Q: LS e*y dx dy dz 4.

A: Solution is given below:

Q: exey (2xe + )dx + ( ) dy - ex ر ول

A: Since you have asked multiple questions in a single request we would be answering only the first…

Q: dy = ay (1 – by) dx

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Q: dy 3y+ xy dx とて

A: Observe that the differential equation is, homogeneous. We will use the substitution, y = vx and…

Q: dy if x = In(csc y +c dx Calculate

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Q: 2y dy 4. dx

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Q: Find dy/dx and dx/dy from 6x-x'y +4x 0

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Q: Find dy If y=1-t and x2 dx

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Q: (jex _ 2y ) dx + (xe*% oxy"-2y)dy ニ ○

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Q: *-Zy dy dx 2x

A: We need to integrate ∫02∫2x4e-x-2ydydx

Q: x³ dy y In y dx

A: We have to solve the following differential equation

Q: Find dy/dx and d 2y/dx2 if x = 1 + t 2 and y = tln t.

A: Given: x=1+t2y=t ln t   Chain rule for derivative: ddxf(g(x)=f'(g(x)).g'(x) Product rule for…

Q: dz dx dy x+3

A: I=∫02∫03y∫x2+3y28-x2-y2dz dx dy   Integrate it with respect to z. I=∫02∫03yzx2+3y28-x2-y2 dx…

Q: ex dy dx dz = e** dz dy dx 0.

A:

Q: Compute 6xyz dz dx dy. 0.

A: Compute ∫01∫0y∫x16xyz dz dx dy. .