= 4 y = 2x – 1 :-y

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A:

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A: Taking first derivative,

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A:

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A: This is the problem of the application of Integral calculus.

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A: To evaluate: ∫01∫-yy26x-ydxdy

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A:

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A:

Q: Find the value of y when x = 7. ア=ー4r %3D

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A:

Q: السؤال الأول: جد باستخدام التحويل x = V5rcos(0( (0)2rsin , y = ناتج التكامل * dxdy е 5

A: We have to use proper integration substitution.

Q: -0.2 Y + T = 20 -0.6 Y + C = 70 Y - C = 30 %3D

A: Solution

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A:

Q: 1. *= 2x(1– y)?

A: Solve the differential equation:  dydx=2x1-y2dy1-y2=2xdx∫dy1-y2=∫2xdx11-y=x2+C

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A: Given: y= x2ln2xDifferentiation Formula:ddxlnx=1xddxxn=nxn-1ddxuv=uv'+vu'

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A: Note: Here we are solving problem (a) For reaming problem please submit it again. Given: y=x3+4x-15,…

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A:

Q: y – 3 = (x+1)

A: To plot the points:

Q: 1. x = 4t3 – t2 +7t and y = t – 6

A:

Q: F- -(0) = 2, y(0) = – 14 æ(t) = y(t) =

A: We have to solve the given system.                                          x'y'=21-41-8xy with…

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A: Given a  △XYW right angled at Y. We know that in a right angled triangle, sinθ=perpendicular…

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A: Given function is  y= x(3x+1)4  We have to find : y".

Q: *+ y = e2t ; y(0) = 0 2.

A: Given,  dydt+y=e2t; y(0)=0 We can write it as y'+y=e2t

Q: x = 5t", y = 5t6 – t5 for t > 0

A:

Q: 2. Xー+y=1

A: Given, The region between the circles ,  and , .

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A:

Q: y = 1 V25-x2

A:

Q: S (6x?y-2x)dydx

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

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A: Solving by separable method we can get

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A: We have the parametric equation: x = 4t - t3 ........................... (1) y = 2 - 3t…

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A: Topic = Equations

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A: Solving second order differential equation:-

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A: given equation is y=3x+2

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A: The derivative for the real function f, if limh→0 f(a+h)-f(a)h has a limit as h approaches zero this…

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A:

Q: Yt = Yt-1 + 2yt-2(Yt-3 – 1) %3D

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A: We have to find implicit functions.

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A:

Q: Solve the system:

A: Given: x+y=1                                                     ..1x2+y2=25…

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Q: Y 12 5 X 13 Find mZX

A: From the basics of trigonometry; Adjacent is adjacent to the angle, Opposite is opposite the…

Q: - · Find y(0-3) for y` =X²+y², y(0)=1 h=0₁1

A: