1. Choose 1 and x2 as the generalized coordinates. 2k m х1 2k T X2

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A: Let us now discuss about the above fluid problems.

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A: As per honor code and answering guidelines I can answer 1st 3 subparts at a time.If you want other…

Q: The stress tensor at a point in a body is given by the following matrix with reference to x-y-z…

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Q: IfP =300 N. Write Pas cartesian vector F1 60 l135°, P(N) F3 60 P. 200 N F.

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Q: In the figure, a French submarine and a U.S. submarine move toward each other during maneuvers in…

A: Given data: The speed of the French submarine is vF = 155 km/h. The speed of the U.S. submarine is…

Q: Q2 The accompanying figure shows the graph of a -2 -1 function g(t) domain [-2, 0] and range [-4,…

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Q: Let vector Ğ be given by G (2xz)i + (x/2)j - (2²)k. Calculate the %3D divergence of G.

A: V = v1 i + v2 j + v3 k divergence of V

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Q: 1)Write the time derivative of the usual basis vectors in polar coordinates in terms of ø . Use…

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

Q: Two cables AB and AC are acting on the pole with forces FAB 540N and FAC=560N with parameters…

A: Given: AB = 540 N coordinates are written in vector form and unit vector is found.

Q: m and n are orthogonal vectors. Let their component forms be defined as (mx, my) and (nx, ny)…

A: as given that , m and n are orthogonal vector , component of m =mx, my component of n =nx, ny as the…

Q: The harmonic oscillator Y,(x) wavefuction is given below. a) Use this function to calculate the…

A: Given Data harmonic oscillator wave function is: ψ1x=4α3π1/4xe-αx2/2 Now x2=∫-∞∞ψ1x2ψ1dx…

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A: At equilibrium Ft=m1y¨1+by˙1+k1y1+k2y1-y2 ....1

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A: Inverse kinematic Solution of robot  A1-1 X axoxaxpxA4O4a4p4A2o2a2p20001 =…

Q: In the quadratic equation which is homogeneous, a · x + b· x + c = 0 x represents a time, c…

A: Given: The homogeneous quadratic equation a∙x2+b∙x+c=0. Here, x represents the time, c represents…

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A: Since you have posted a question with multiple sub-parts, we will solve first three sub parts for…

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Q: The stress tensor at a point in a body is given by the following matrix with reference to X-y-z…

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Q: Prepare the forward kinematic model lengths 1, 2 and le respectively by deve Respective coordinate…

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Q: kpress the following equations in a) ubscript notation using Einstein's onvention and b) in vector…

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Q: A uniform string stretched between the points (0, 0) and (L, 0) which has the following initial…

A: Given y(x,0) = sin (3.14x/L) for 0<x<L y’(x,0) = h for for 0<x<L L = 10 + b h = a+b a =…

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Q: Draw the corresponding scheme and find the equation on the right. Method used and Four assumptions…

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Q: Figure Q2 shows the arrangement of the compressor, turbine and generator in a thermal power plant.…

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Q: Choose the correct statement for the following equation in out this is conservation of volume rate…

A: According to conservation of mass principal:- m˙ = ρ1A1V1 =  ρ2A2V2   .....1

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Q: b Two masses connected by a massless string of length I slide without friction on two inclined…

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Q: The stress tensor at a point in a body is given by the following matrix with reference to x-y-z…

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Q: In the quadratic equation which is homogeneous, a · x + b · x + c = x represents a time, c…

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Q: Derive the equations of motion of the given systems using Lagrangian dynamics.

A: Write the expression of kinetic energy. Write the expression of the potential energy. Write the…

Q: Please refer to the following vectors: A = 6i + 2j - 3k B = 3i - j - 2k C = -i + j - 4k D = j - 3k…

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Q: 1.31 & Number of independent scalar equations from one vector equation. (Section 2.9.5) Consider the…

A: 1.31 Given: The vector equation is, F⇀S=0 System type is given as 1D, 2D and 3D. Explanation: For…

Q: Redraw each item and identify the degrees of freedom of the system and list the possible generalized…

A: Dear student,                     According to the guidelines I am allowed to answer only one…

Q: 3ж 10 Nim 100 N s/m 2.8 kg T. 1.5 x 104 N/m 0.02 sin 100 m FIGURE P4-38

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Q: 3. Stress at a certain point of soil in depth, with reference to orthogonal xyz coordinate system,…

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Conservation of Energy

In physics, the rule of the conservation of energy states that energy doesn’t disappear from the atmosphere; instead, it changes its form from one type to another. Energy is one of the most important physical quantities in nature, and it cannot be created or destroyed — only transformed.