- sin 2x %3D already graphed y = sin x for you. How c y%3D 2 with x changed the graph?

Q: Find y' for y = ecos x + tan-1(5x) + (5x² + 1) ?

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Q: H.W Find y' for y = ecosx + tan-1(5x) * (5x2 + 1)?

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Q: Solving for the dy/dx of the function below lea 5 y = 1- sin?

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Q: Evaluate: - / (e* -e*)dx e ¯X+C 2 A | B) None cosh x +C 1 - sinh x +C 2 D E sinh x +C F -cosh x + C…

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Q: your

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Q: What happens to the d/dx(X); after application of product rule?

A: The differentiation rule of power is,   The differentiation of any constant is,   Here, c is a…

Q: when step Qal Evaluate the x²+2Xy + y? dy dx Size of x=0,2 and step size of y= 0.5

A: We have to solve ∫01∫02(x2+2xy+y2)dydx Given step size of x = 0.2 and step size of y = 0.5

Q: cost Sint and y= 7. a Find dy for X-a zXP

A: Solution:- differentiate by parametric method

Q: If y=sin^2t+tant, x = ln (-cost)-e^sint, find the value of y' when t= π/4

A: This question is related to differentiation. Solve in step 2.

Q: dy dʻy dx? cos x = 3 when x = - dx Find the original function y given that and y = 4 when x = 0.

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Q: General solution of dy=-x dx y+x

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Q: (cos y + 2)2 = 2x and y(1) = 0 what is x when y = n? %3D dx

A: cosy+2dydx=2x and y1=0

Q: (* -) dz if y = Find the particular solution for dy = when x = 0. | x +1 Answer and Work Explanation…

A: We have to find the particular solution of the given initial value problem dy=x2-1x+1dx with the…

Q: y' sin 2πχ 3Tycos 2πx

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Q: cost, y = sint, at the point where t 0 ≤t≤ 2π -O?! =

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Q: h. y = arcsin sin (4x?) y = e? sin x + In x (arcsin z) with dz = 4 dx i. -

A: Given functions are  y=arc sin sin(4x2) y=ezsinx+|nxarcsinz With dzdx=4

Q: determine Dy/Dx at the given value of t and graph

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Q: For x-Arccos(31) y=Arctan(6t) find y when x=D0 0-1 0-2

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Q: L{e _at sinh(-at)} s2+2as - (s-a)" (s+a)?

A: Given L{e-a tsinh(-at)}

Q: y = (sin-lx)sinx Q3) Find dy /dx for the following implicit functions : y?.sin(x.y) = tanx %3D

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Q: 6. (2x + 3y)dx + (y- x)dy = 0 x)

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Q: Compare dy and ^y for y =-4x2-3 at x=-1 and dx=^x=-0.06. Give answers to four decimal places.…

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Q: + Зу- cosx %3D ,y(1) = 1.017 dx x2

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Q: Q1) Solve the following ordinary differentiai eyilation: (x + y)dy = dx

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Q: Q3 Find dy/dx on the graph y sec/x+ y? = cos2x at point (1, 2).

A: We have to find dy/dx at (1,2).

Q: 2. Y=12-36x, Y'co) = 5, 2. dx and yeo) =S. YCx) =?

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Q: If cos (xy) = y-1, then the value of dy/dx when x=π/2 and y = 1 is?

A: If cos (xy) = y-1, then the value of dy/dx when x=π/2 and y = 1 is?

Q: Q3 Find dy/dx on the graph y sec x? + y? = cos2x at point (1, 2).

A: Derivative of implicit function

Q: Find dy/dx of y=1/ (tan-1 x)

A: The given function is: y=1tan-1x

Q: x+

A: We find solution of exact differential equation

Q: cos(x) dæ with n = 4 is: The Trapezoidal Rule approximation for

A: Given ∫14 cos(x)x dx   n= 4 here f(x) =cos(x)x

Q: 5. S COS X 2+3sinx dx

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Q: ez² cos(z) dz .

A: In this question, we use the Cauchy theorem for f(z).

Q: y=x√3-2x³

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Q: differentiate h(y) =tan(10y)/e^(4y) +1?

A: To Determine: Differentiate the given function:…

Q: cos x )y+y'= e^(-sinx) solve the dif eq for the problem above  thanks

A: Given that  (cos x )y+y'= e^(-sinx)

Q: 35. x dx + Ja? - x² dy = 0. ,2

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Q: Find 3 for 2 = In (xº dx Provide your answer below: +y¹).

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Q: dy dx 16. -x tan (y-x) = 1.

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Q: x²-a? 6.) y'of y = arccos² х-а + arccsc + arcsin- x²-a² a 7.) y"ofy = (x – a)V2ax – x² + a²arcsin…

A: Given  Y=arccosx2-a2x+arccscx-aa+ arcsinax2-a2

Q: L. dr 16. (I + 2)² 1 dz 17. x(x+2) 18. / arctan Vr dr

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Q: How do you find the local max and local min of this problem?

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Q: Consider the following. y = (6x2 - 6x + 3)(1 + 2x) Find the value of y when x = 1. Y(1) = dy Find dx…

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Q: Q8// find the general solution (tan-'x + (cotx)y)dx + (lnsinx)dy = 0

A: The differential equation is given as (tan-1x+(cotx)y)dx+(ln sinx)dy=0 Compare it with Mdx+Ndy=0…

Q: dy at x= -2. 1 If y =-,, find xp dy at x= dx - 2 is 1 The value of . (Simplify your answer.)

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Q: dy + y - Sin X dx =0 difference Ekact Solve.equation by

A: The objective of the question is solve the equation of difference.

Q: d. Try to find dx dy at (0, 0) on both graphs. What goes wrong? How does this relate to their…

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