32. Determine the energy stored in C2 when C1 = 15 MF, C2 = 10 MF, C3 = 20 uF, and V0 = 18 V. Xx (A)0.72 mJ (B)0.32 mJ (C)0.50 mJ (D)0.18 m.J (E)1.60 mJ

32. Determine the energy stored in C₂ when C₁ = 15 MF, C₂ = 10 MF, C₃ = 20 uF, and V₀ = 18 V. Xx
(A)0.72 mJ
(B)0.32 mJ
(C)0.50 mJ
(D)0.18 m.J
(E)1.60 mJ

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統計： A(2), B(2), C(0), D(15), E(2) #2911330

詳解 (共 1 筆)

力量人

B1 · 2022/05/04

#5443107

(共 1 字，隱藏中）

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9. A wheel of radius R is mounted on a frictionless, horizontal axle that is perpendicular to the wheel and passes through the center of mass of the wheel. A light cord wrapped around the wheel supports a object of mass m. If released from rest with the string taut, the object is observed to fall with a downward acceleration of 4.0 m/s2. If the moment of inertia (of the wheel) about the given axle is written as BmR2, then B=? Take g= 10 m/s. (A)1.0 (B)1.5 (C)2.0 (D)3.0 (E) 3.5

32. Determine the energy stored in C₂ when C₁ = 15 MF, C₂ = 10 MF, C₃ = 20 uF, and V₀ = 18 V. Xx
(A)0.72 mJ
(B)0.32 mJ
(C)0.50 mJ
(D)0.18 m.J
(E)1.60 mJ

詳解 (共 1 筆)

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