dy Exercise: find O If y= Vu ua Sinx y= -Secu %3D

Q: dy Find for y = tan-(3z) de Ans=

A: A detailed solution is given below.

Q: Find dy Y= 5In CI+x") 4 dy'=?

A: The solution are next step..

Q: dy Find of y=: dx InIn2r

A: We need to find derivative of y.

Q: dy Differentiate implicitly to find dx xy2 x +y dx II

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Q: EXAM Q1-If x= cot- VE, y =;, find dy dzy dx' dx2 at t = 2. t+1

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Q: Tind y'at y = Sin h Cinx) %3D

A: Given that : y= sinh(lnx)  and we find y' or derivatives of y. We know that d(lnx)/dx = 1/x.   Here…

Q: dy If y = arctan(er), dx

A: NOTE: Refresh your page if you can't see any equations. . the given equation is  take derivative

Q: dy at the given point. dx Calculate sin² (–5y) = x + y, - %3D 4

A: Given equation sin2(-5y)=x+y and point 2-π4,π4 The objective is to calculatedydx at the point.

Q: - 16y? – 16x – 16y = 0. dy at the point (3, dx ves to calculate

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Q: EXAM Q1-If x= cot-1 VE, y =,-. find dy d2y dx' dx2 at t = 2.

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Q: _y=e*sin(x)

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Q: Evaluate LSIT (*+y+z)dx dy dz . X-Z

A: Introduction :We have to solve given triple integration .

Q: b) Calculate dx for n = 6, using Trapezoidal rule. 1+x5

A: Trapezoidal rule:   where

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

A: Topic = Derivative

Q: arsualuate the faltowmg integgal dx 4 Sin?x

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Q: dy cos(x +y), when x = 0,y == dx

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Q: dz res find z= sin dx'

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Q: ay Differentiate implicitly to find x + y dy dx %3D

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Q: Find dy/dx in terms of a and y if arctan(x'y) = ry. dy %3D dx

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Q: Find dy/dx in terms of x and y if arctan(x*y) = y“. dy dr

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Q: a dy Find given y = 4 In da

A: The given function,   y=4x lnx

Q: dy if y = vt' -e' and x = dx Determine In(6t)

A: dy/dx = [7/2 t^5/2 - e^t] [ln(6t)]^2/ t^2 [3ln (6t) -1]

Q: dy Differentiate implicitly to find dx 2x+7xy + 9y + 19y- 8 = 0 + dy %3D dx

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Q: Given y=−3cosx, what is dy/dx?

A: y=-3cosx

Q: cand. find dy at

A: Given that     If y=x2 - 4x and x=√(2t2+1) We have to find dy/dt at t=√2 .

Q: Differentiate y= cosh vx

A: Given, y = coshx  We have to differentiate it.

Q: Given that xyt – 6 = 0, find dy by implicit differentiation. - %3D dx? dy dx?

A: A detailed solution is given below

Q: y = tan o (sin 67E-TT) find dy dt ()

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Q: dy Find of y* = sin(e) + xtan-'x %3D dx

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Q: dy What is the value of dx at the point (1,0) if y = In(x² + y²)? %3D Undefined O 1 O 2

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Q: x +y-y° =5

A: The given equation is x2+y-y3=5 We have to find dydx=?

Q: dy Find by implicit differentiation. dx x° – xy? + y° = 1 dy %3D dx II

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Q: t sint dt using trapezoidal rule. nd compare with exact value.

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Q: Find dy/dx by implicit differentiation. (sin nx + cos my) 5 57 dy/dx = %3D

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Q: 1 tanx dy dx Ja 1+ y2 а

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Q: dy In y ,if cot6x - 2x'y+ xe' = 20cos2y– dx Find

A: We have to find dydx, if cot6x-2x3y+xey=20cos2y-lny2.

Q: - y = V1 – sinx

A: Given,y=1-sinx3y=1-sin(x)13Differentiate w.r.t. x using chain…

Q: | sec? (y) /2+ tan(y) dy V

A: To evaluate: ∫0π sec2y 2+tan ydy

Q: Find dy/dx by implicit differentiation. VTy = r'y+55 %3D dy/dx = %3D

A: Calculate dy/dx

Q: dy Find by implicit differentiation. dx x* +y° = 44 %3D dx (Type an exact answer.)

A: Given the equation  x4 + y6 = 44 , we need to find   dy/dx. Now,   By differentiating the given…

Q: dy about cosx+ylny= 0. dx Ask for

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Q: Question dy Find where y = sec dx (V3). Sorry, that's incorrect. Try again?

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Q: Differentiate the fol y = (sin x)(lnx) a)

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Q: Differentiate y=arccos(e^(3x)) dy/dx=____________

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Q: dy Using the product rule for the dx function y = e3" sin x is equal to

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Q: Let X = In(sint),y=1+cost Find dy/dx .

A: We can find the answer as below

Q: find dy/dx where y=cosx +sinx

A: Given, function is

Q: dy Find where y = sec-' (V3x³). dx

A: