Show that the moment of inertia of an elliptic area of mass M and Ma²b² Find the radius of semi-axes and b about a diameter of length 21s 4² gyration..
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A: To find-M.I. about tangent=?Given-R=0.1 md=8×103 kg/m3
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A: Radius of sphere is R = 0.1 m Density of sphere is ρ = 6 × 103 kg/m3
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A: Mass per unit volume of the cone, ρ=M13πR2h=3MπR2h
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A: given mass m = 1 kgradius of the hoop, r = 25 cm = 0.25 meterangle of inclination θ = 600
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A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…
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A: Given:- Radius of sphere (r) = 4 cm = 0.04 m Mass of sphere (m) = 2.75 kg…
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A: Given data- m=40 kgk=0.5 mt=3 secω1=?ω2=0
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Q: Answer the question in full details, thank you very much, Answer on the correct significant figures:…
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Q: A solid cylinder is pivoted at its center abouta frictionless axle. A force is applied to theouter…
A: The expression for the net torque is,
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A: The free body diagram of the wheel for the given case is shown below.
Q: Suppose you exert a force of 170 N tangential to the outer edge of a 1.355-m radius 73-kg grindstone…
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A: (a) Use the formula of the tangential speed to determine the tangential speed of the rim of the disk…
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A: Consider anti-clockwise direction to be positive The net torque on the wheel
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Q: A robot wheel rotates with a constant angular speed of 3.8 rad/s. The radius of the robot wheel is…
A: Angular speed (ω) = 3.8 radsRadius (R) = 0.4 mt = 7 s
Q: A uniform solid sphere of mass 25 kg and radius 0.2 m rolls without slipping along a ramp 5.0 m long…
A: Given: The mass of the sphere is 25 kg. The radius of the sphere is 0.2 m. The length of the ramp is…
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Q: Suppose you exert a force of 172 N tangential to a 0.295 m radius 75.0 kg grindstone (a solid disk).…
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Q: The baton consists of a metal ball of mass .45 kg and diameter .15m at each end of a slim rod. The…
A: Metal ball of mass 0.45kg , diameter 0.15m Length of the rod is 0.7m
Q: A bicycle wheel can be thought of a uniform hoop with a radius of 41 cm and mass 2.0 kg. Consider…
A: Solution: Given Values, Torque(τ)=0.5 N-m Mass(M)=2 kg Radius(R)=41 cm=0.41 m
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