23.8° The wheel rolls with no slip. Rod AO drives the wheel such that the velocity of the rod (and the center of the wheel) is v=1.5 m/s to the right, increasing at a rate of a=1 m/s². At this instant, 0-30°. Find the angular acceleration of the slotted link and the acceleration of P relative to the slot. Geometry is shown below. (Partial Answer: a=672 rad/s² CW, *xy = 56 downward along the slot) 113.4 mm, ww 9.98 C 123.9 mm 30% P 100 mm A 100 mm 200 mm.

Q: >--

A:

Q: how did you get n=3?

A:

Q: lue + 9=\, xe[orD using FEM, P=}, else X- dx where yo)-? = 0

A:

Q: A proton moves at a speed of (2.0 × 106 m/s) as it passes through a magnetic field of (0.060T). What…

A: Given data V=2×106 m/secB=0.06 T

Q: 4. If f is a scalar field and F, G are vector fields, prove that: V. (F x G) = G (V × F) – F (V x G)

A: f is a scalar field and F, G are vector fields

Q: 824 A man with superpowers files from the top of a building as shown in the figure ( 수지는 필요하다면 소수 자…

A: A man with superpowers flies from the top of a building as shown in the figure. (a) To find the…

Q: A motorcyclist heads 267 m/s, 35.76° N of W and then it changes its direction heading 46 m/s West…

A:

Q: The angle between (1,1,1) and (2,1,2),

A:

Q: 16-20 A motorcyclist heads 267 m/s, 35.76° N of W and then it changes its direction heading 46 m/s…

A:

Q: FAC =150 N A FAR = 200 N АВ 3 m 3. 3 m y 2 m 4 m

A: As per guideline we are suppose to do only 3 subpart from multipart question. Please post the rest…

Q: As a ball falls under the influence of gravity, does gravity do positive work or negative work?…

A:

Q: If ši = 12 V, I2 =1 A, R2 = 1 2, I3 = 2 A, and R3 = 3 2, find the power dissipated by resistor R1.

A: I2 = 1 A I3 = 2 A R2 = 1 Ω R3 = 3 Ω ξ1 = 12 V

Q: Suppose that again o = = 2 × 10-6 C/m², b = 0.01 m, and c = 0.04 m. Find the magnitude of Ēwasher at…

A:

Q: In the graph given below, at the point A, the second derivative (dy/dx?) is B O a. posititve O b.…

A:

Q: 13

A: We are given a boat. We are also 2 forces acting and their directions also. We are given net force…

Q: .19 If A and B are nonzero vectors, is it possible for A B and x B both to be zero? Explain.

A:

Q: Find the triangle congruency SSS SAS AAS HL

A: From the given figure, side HK is equaled to the side KM. And side HJ is equaled to LM. And side LK…

Q: 1. Let F be a vector in Cartesian coordinate system (x, y, z). Determine the divergence of a curl of…

A: 1

Q: 10) If A,-10 and Á has a direction of 0=122°, what is A,?

A:

Q: how do you solve the letter b? I don't get the solution, can you please to step by step. thanks!

A: In part b, are are solving for the pressure at the second floor. We need to use the Bernoulli's…

Q: Quebbiom'y batellite . A yer has minte OL mertic 10,000kgm² Ahmacd astronaud, ectends salar moment…

A: It is a question based on Conservation of Angular Momentum Initial  Momentum  =Final Momentum I1w1=…

Q: 6. Show that v x 4) da = [(Ax (V/) da + fs. ƒA- dl

A:

Q: Determine the resultant for the forces showing in figure (15) . at paint (0). Q 16 F Fig. (16)

A:

Q: For the triangle shown, the value of sine is Select one: 3m O a. 0.8575 O b. 0.5145 5m O c. 1.666 O…

A: A triangle with one side 3m and other 5m is given  To find = sin(θ)

Q: 28.a. AND AND NOT OR NOT AND NOT OR NOT

A: Let us verify that both the circuits indeed are equivalent.

Q: 8. Resolve F, into components along the u and v F 250 N axes and determine the magnitudes of these…

A:

Q: 20. If |A+B²=²+² then: A. A and B must be parallel and in the same direction B. None of the above is…

A: We have two vectors A and B with some angle say θ between them. We need to find the the value of the…

Q: u and v are arbitrary vectors and A is an arbitrary tensor. Does A(u x v) = Auxv +ux Av?

A: Given:  u and v are arbitrary vectorsA is an arbitrary tensor.

Q: 22. In which of the following graphs was the best straight-line drawn through the data points? Graph…

A: For graph A,the difference between real fs value and predicted using straight line fs value is more…

Q: 4.- Calculate the scalar product of the vectors in the figure. 32.8 N 17.3 cm/s/ 118 132⁰

A: The scalar product of two vectors  and  is

Q: Find I, and Iz inthe Circui't I3=2 A, Iy= 3A, Is= 5A Is I7 I6 YA V2 I2 R Is I8 R I, Iy (i)

A: This problem can be solved using the Junction Law. Junction Law says that the total current into a…

Q: This is how I did it. Where did I go wrong?

A:

Q: 2-115. Determine the magnitude of the projection of the force F, along cable AC. F 40 N 4 m 70 N 2m…

A:

Q: Let R = A x B and e = 90-where e is the angle between A and B when they are drawn with their tails…

A:

Q: One morning, Connie walks from her house to go to a store that is 500 ft, S 40o W from her house.…

A: Let Connie's house be at the origin so first she walks A=120 ft (SW) then B=100 ft (10o South of…

Q: In polar co-rodinate the angle q is usually measured counterclockwise from. positive y axis negative…

A:

Q: Let /be the line through the point with coordinates (0,1,0) in the direction of the vector 1 0 their…

A: Given, l be the line through the point with coordinates (0,1,0) in the direction of the vector…

Q: Q38) Determine Zihase. Zajn, Zo. A,. An, and A;. Vec + 10v 10 kR 4 kn B-200 210 ng KEI 2.2 kng R2…

A: In the given circuit, the circuit parameters are given as R1=10 kilo ohm=10000 ohmR2=2.2 kilo…

Q: pose you walk Dw = 14 m straight west and then DN= 28 m straight north. %3D

A:

Q: 3. Prove that : Q = Tx mx my T. (1/25 - 1) + T₂ ( 72²2 + 1) + 2/1₂, Ty My My My (mmy Tx Ty)¹/2…

A:

Q: Converting the Cartesian -2 coordinate (3,0) to polar * :coordinate gives نقطتان )2( A (0,-3) В (3,…

A: To convert from cartesian coordinates to polar coordinates r=x2+y2 θ= tan-1(yx) r= 3, θ=tan-1(0/3) =…

Q: ) Define the det product ICl=C_ two vecters à and B, which ane glven as AAx T+ A+ AzE and B Bx+ By…

A:

Rigid Body

A rigid body is an object which does not change its shape or undergo any significant deformation due to an external force or movement. Mathematically speaking, the distance between any two points inside the body doesn't change in any situation.

Rigid Body Dynamics

Rigid bodies are defined as inelastic shapes with negligible deformation, giving them an unchanging center of mass. It is also generally assumed that the mass of a rigid body is uniformly distributed. This property of rigid bodies comes in handy when we deal with concepts like momentum, angular momentum, force and torque. The study of these properties – viz., force, torque, momentum, and angular momentum – of a rigid body, is collectively known as rigid body dynamics (RBD).