cosysin2xdx – (cos?y – cos?x)dy 0 when y(30°) = 30° %3D %3D -

Q: Find y= sin (1) i %3D dx

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Q: y (1) = t+ y(t-t)cos rdt , y(0) = 0

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Q: The y - cos X 3 2 =2y %3D

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Q: dx dy -2xcsc 2y - 2x³ cos 2y sec 2y x² = sin 4y + (4y + C)2y

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Q: e = (cos (y)+isin (y)) %3D O صواب İhi O

A: ez = ex+iy = ex (cos(y) + is in(y))

Q: y = cos(a² – 8) COS dy Find da dy da

A: Given function Use the property of the derivative

Q: tan-1 y y² +1 tan-1 y ) dy

A: We’ll answer the second question since the exact one wasn’t specified. Please submit a new question…

Q: Use this equation to find dy/dx. 5y cos(x) = x2 + y2 %3D dy dx %3D

A: We have, Here, we'll take derivative on both side and then isolate the dy/dx.   It is known that,

Q: TT b) F /1- 1 – cos (2x) dx 2

A: Topic-Integration

Q: 8. y = sin(cos7x) %3D

A: It is given that, y=sin(cos7x)   It is known that the derivative of sinx is cosx and derivative of…

Q: D- y" + 2y' + 5y = 6e2* + x sin? x + e*cos 2x %3D

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Q: (cos2y — Зx? у?)dx + (сos2y — 2xsin2y — 2x3y)dy %3D0 - |

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Q: The equation of motion of a body performing damped force vibration, Is given by t 5dx +6x = Cos t,…

A: Given DE is d2xdt2+5 dxdt+6x=cost also given conditions are x(0)=0.1 and x'0=0 solve the equation

Q: y = 3 Arccos ( 1 -)+ v6x – x² %3D 3

A: To find the first derivative of y=3 arccos1-x3+6x-x2, use the sum rule of differentiation,…

Q: cos E(z) = 2. e of order e of order e of order

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Q: (D² – 2D- 3)y = 2sin x a. y, = -cosx – 2 sinx =csx COSX b. y, = --cosx - - sinx COSX c. Y; = - cosx…

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Q: y dx + cos x dy = cos?x dx %3D

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Q: 些。x? dx z + 6 -4 y %3D хе ? dx4 with YLoI = 5,y'col =1, 9°co) --2 yiol e 007

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Q: Find y' and y". y = cos(sin(90)) y' %3D %3D

A: We have to find

Q: cos y h(y) = for %3D h'(y) 1-sin y

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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: dy/dx = cos3x/sin2y. Given y=pie/2 when x=pie

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Q: FIND Y(S) OF THE GIVEN EQUATION. y" + 4y = cos(t-3) +4t, y(3)=0 y' (3)=7

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Q: [(cos 2y) – 3x?y²] dx + [(cos 2y) – 2x(sin 2y) – 2x³y] dy = 0 %3D

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Q: cos(x + y), when x = 0,y = dx 2 = dy : %3D

A: To solve the differential equation we can use a substitution u=x+y and then we can use variable…

Q: T For y 10 cos ( 10x 4 - its amplitude is its period is its phase shift is

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Q: (D5+3D + 4D³ + 32 cos (2a) + 3e 12D²) y = 16 sin (2x)

A: The given differential equation is…

Q: cos²ysiny + xcos®y – 3 = 0 dæ dy

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Q: cos ax -dx = te' 2 х* +1 ле",а 20.

A: In this context, prove ∫-∞∞cos axx2+1dx=πe-a,a≥0. Consider, ∫cfzdz=∫-∞∞cos…

Q: dy 7. Find ,y = cos³xsinx? dx

A: Given: y=cos3xsinx2 Formula used: Product rule of derivative: ddxf×g=dfdx×g+dgdx×f Power rule of…

Q: i- y' + 2y 4 cos 2x. yT) = 3 (using Bernoulli Equation) %3D %3D

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Q: Find y' and y". . sin3y=x²+tany+1

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Q: * = cos(x + y), when x = 0,y = = %3D dx

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Q: Ev 2 x 2 [x²z dx - yx² dy + 2 dz along the curve C'shown in the figure. AZ 2

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Q: f(t) = e3t + cos 6t – e3t cos 6t ; L{f(t)} =? %3D -

A: given ft=e3t+cos6t-e3tcos6t

Q: +3x2, (V)² = sin³(cos³(*3**» dy b. Find dx %3D

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Q: cos(4x) dx - Find the Cauchy principle value (showing details): J (+5x2+4)

A: Given integral is, I=∫-∞∞cos4xdxx4+5x2+4 So, the function is, fz=cos4xdxx4+5x2+4 Now, consider the…

Q: 3. dy + y dx - 2xу?е* dx %3D

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Q: ® y = Cos (x-y) ® %3D

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Q: Find y'. CSC CSc t y=5+t cos t y' = %3D

A: As per our guidelines, I am solving one question please repost other question. y=csc t5+t cos tto…

Q: dt cos?(t) dr dx du du + ex- at cos²(t) :-7u, ex dr du -7u dr t(0) = 0, x(0) = a, u(0) = e et heR.

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Q: Find y' and y'". y=cos(xsin3x)

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Q: y = In(cos“ x ) %3D

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Q: cos(x + y) y(0) dx %3D

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Q: Let y = 78 cos -e. Find dy using any method. Express your answer in dx %3D terms of x only. dy %3D…

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Q: y" - 4y'- 12y = 16 sin 4t when y(0) = 0 and y' (0) = %3D %3D %3D

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Q: y" -3y' + ay = e when y Co) = y'Co):0 %3D %3D

A: The Laplace transform of the function f(t) is represented as F(s) or L[f(t)],; it is defined as…

Q: e/ (cos(2²) + y²) dæ + (sin(y²) + 2aæ²) dy Evaluate

A: In this question, we need to find the integral over C.  C is a closed curve with the boundary are…

Q: S-* cos(x²)dxdy = Q2): Show that 1-y2 %3D 6.

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