Use Stokes's Theorem to evaluate

Q: Find the laplace of  f(t) = cos(root2)t + sin (3t)

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Q: Find the solutiTon of followina ordfnarg differentral equation -2x

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Q: dy of xy = cot(xy)

A: Given

Q: Show all steps and answers clearly, no short cut, especially how to find T'(t)

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Q: +4y= 16t (Laplace)

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Q: Please interpret the physical case showing how to calculate

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Q: A particle of mass m is moving under the force of attraction of another particle of mass m1 at a…

A: When a force F is applied to an object of mass m, the position of body changes. According to…

Q: SOLUE USING LAPLACE TRANSTORMS y" - coy" + By' - 2car St i y(o) = -1, Y'(0) = 2

A: Given y'''-6y''+8y'=2cos5t, y0=-1, y'0=2

Q: Use Stokes' Theorem to find the circulation of F = 4yi + 4zj+ 3xk around the triangle obtained by…

A: We have to find ∫CF→·dr→ using Stokes'sTheorem

Q: A topographer wants to determine the area of ​​a certain field. She measures two adjacent sides of…

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Q: (vii) div(Ā × B) = B. rot à – Ā. rot B

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: A sodium ion (Na+) moves in the xy-plane with a speed of 2.90 ✕ 103 m/s. If a constant magnetic…

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Q: Utilize a parameterization of these line segments to figure out the work done by the force: F(x, y)…

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Q: Find inverse laplace trans Sorm -25 FES)= e S(s +4)

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Q: Laplace £& cos'at} Cos al t 81

A: The Laplace transform of the function f(t) is represented as F(s), it is defined as ∫0∞e-stf(t)dt.…

Q: Find an expression for a unit vector normal, no, to the surface x = (4 – cos (v)) cos (u), y = (4 –…

A: The complete solutions are given below

Q: State ONE (1) application of Stokes’ theorem in the field of engineering.   PLEASE CLEAR

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Q: What is the relationship between the curvature tensor and the Riemann curvature tensor in…

A: The Riemann curvature tensor and the curvature tensor are essentially the same thing in the context…

Q: for the curve defined by =(t) = (e¹, 6t, e) ind the unit tangent vector, unit normal vector, normal…

A: We know that u.v'=u'v+vu' . And if a→=<a1,a2,a3> then a→=a12+a22+a32 .

Q: Find unit vector tangent and normals to the are y=1/2 X3+1/2. Point(1,1)

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Q: What is the Laplace equation and its applications?

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Q: What is Stokes stream function ? Derive and explain its mathematical relationship.

A: The stream function at a point has been defined as the quantity of fluid moving across some…

Q: Solve the sifferential equation using tHce Laplace transforms- you y =I y lo)=y'(0) = y"(0)= 6 %3D

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

Q: State Stokes’ Theorem.

A: Let S be an oriented surface that is bounded by a simple, closed, smooth boundary curve C with…