A thin uniform disk has mass M = X kg and radius R = Y cm. A circular hole is punched out of the disk as in figure. The small hole has radius R/4 and its center is a distance of R/2 away from the center of the disk. (a) Find the moment of inertia of the disk with the hole about Axis 1 through the center of the disk (b) Find the moment of inertia of the disk with the hole about Axis 2 through the center of the hole For a uniform disk, I =MR2

Q: Given: A: A = 19.3 0A = 29.1° B: B₂=35.7, By = -48.6 (a) Calculate the x-components and y-components…

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Q: What is the angle between vector Å = 5i + 2j + 9k with z-axis? 80° 45.80 30.9° 61.5°

A: angel between A→ = 5i^ + 2j^ + 9K^ and z - axis. The formula to find the angle between vector and…

Q: The x component of vector A is 3 units, and its y component is -4 unit The magnitude of A is

A: Given    The x component of vector A is 3 units, and its y component is -4 units. The magnitude of A…

Q: Given: A: A, 36.6, A,= 31.2 JB = 18.5 B: 0B = 35.9° (a) Calculate the x-components and y-components…

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Q: Verify that the x component of the sum adds up to the sum of the x components of the individual…

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Q: has a magnitude of 149. Which of the following could not

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

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Q: Displacement vector for C to A meters Displacement vector for A to B C meters x + Displacement…

A: Given that: Position coordinate of A(1,8) m Position coordinate of B(3,1) m Position coordinate of…

Q: The x-component of the vector 25 m [N25ᵒW]

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Q: 27 a0 what are, in unit-vector notation, (a) d¡ and (b) dz? If d, + d2 = 5d, d, – dz = 3dz, and dz =…

A: Given d1 + d2 = 5d3 d1 - d2 = 3d3 d3 = 2 i + 4 j

Q: 1. Resolve F along x and y axes and write it in vector form. F = { } N A) 80 cos (30°) i – B) 80 sin…

A: Given value--- magnitude of F = 80 N. angle with-y axis = 30 degree.  We have to find--- Vector F…

Q: Vector A has a magnitude of 7 and points in the positive x-direction. Vector B has a magnitude of 22…

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Q: Consider two vectors, A = 16.1 m at 44.0°, and B = (-9.70î + 3.70ĵ) Determine the x and y components…

A: Given vector i.e. it makes an angle 44⁰ with x-axis. Remember  Therefore it (vector A) can be…

Q: Ã = (5 m/s)î + (2 m/s)j, B = (3 kg · m/s²)î + (2 kg · m/s²)I %3D

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Q: Vector A is 3 units in length and points along the positive x-axis; vector B is 4 units in length…

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Q: E has a magnitude of 21 and is perpendicular to F which has a magnitude of 40. Let X = E + F, let Y…

A: Given data: Magnitude of E vector (E) = 21 m Magnitude of F vector (F) = 40 m Vector E is…

Q: Cx = 0, Cy= A Sin 60o+ B Sin 30o Ax and By point in the positive x and y directions, respectively.…

A: StepI:∙A→+B→  are added together to form  C→=A→+B→∙Cx=0,  Cy=A sin 60+B sin30∙We need to find the…

Q: Prove A is perpendicular to A×B [Assume A=Ax i + Ay j +Az k, B=Bx i + By j +Bz k]

A: Solution:-Given thatProve A is perpendicular to A×B

Scalars and Vectors

Scalars and Vectors are the classification of physical quantities that are used to denote various terms in physics.