Use the Chain Rule to find ôz/ðs and dz/dt. z = tan(u/v), u = 3s + 6t, v = 6s – 3t dz %3D as Ot

Q: Evaluate 3 | ((2 – 1)32, (3 + t)2, 1)dx. 3/2 3/2 -3

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Q: dz. 2ª + 9 tegrate

A: The integration of the integral x/√(x4+9).

Q: Y = w tan-1(uv), u = r + s, V = s + t, w = t + r when r = -1, s = 2, t = -1 1. as at ar as %3D

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Q: *csch(2 sin 2x)cx 1. V1-4x let u= du=

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Q: 2. WX = YZ. Find mWX. (3x + 2y X W (4x – 3) %

A: Here, the two chord are congruent. So, the corresponding arcs are also congruent.

Q: It is known that dx Compute . Simplify the final answer. 2х-у dx

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Q: Calculate for w = xyz. By

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Q: dy If x = 3t2, y = t³ then %3D dx II

A: Here we find out the dy/dx

Q: dy Find , if dx y = 3u – 2 and u = 2x² - 4. dy Preview dx

A: Topic = Derivative

Q: Find the values of dz/dx and dz/dy at the given point

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Q: 2 x + لوا + sech (π) = cot(y) + log2 (tanh(x))

A: Given,            ex2+2y+sechπ=coty+log2tanhxTo find : Find dydx.

Q: Find the values of d/dx (11) and d/dx(π)

A: Consider the provided information, ddx11   and   ddxπ. Find the values of the derivative. The…

Q: Differentiate. y = (r2 – 4r)e" %3D

A: Given,            y = r2 - 4r er

Q: N X 45 15√/2 45

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Q: dx 4. 1- 2cosx

A: The integration of the 1/(1-2cosx).

Q: Find xy dydr. 4

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Q: - y = sin² (3*)

A: We have to find derivative of given function.

Q: (5a.4) dn 1 (2,2) (a?-x +1

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Q: Let a = 5 +3– k and 6 = 47- 53- 3k. Find a x 6. %3D

A: Use determinant method to find cross product of two vector.

Q: dx. x2 V1+ x2 Evaluate

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Q: Find dw/dx, dw/dy, and dw/dz. 47. w = ye sin xz %3D

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Q: Y=x5e-3 ln x

A: Topic- derivative of a function . we are given , y=x5e-3ln x and we know that Product rule…

Q: find dy/dx in two ways.. a) by differentiating implicitly & b) by explicitly saying solving for y…

A: Note that : Since you have posted multiple questions, we will provide the solution only to the first…

Q: ds Find where Vt +s = 2s . %3D dt

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