A long conducting cylinder with radius R has a current I distributed uniformly. Suppose now two cylindrical cavities are carved out of the cylinder each with radius R/2. The cavities do not overlap at all. Find the magnetic field a distancer>R away from the center at the two position shown

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Q: Help me solve it step by step, thank you in advance .

A: 5.444mA   Detailed solution given below. In case of Doubts please do let me know Explanation:

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A: solution   the three fundamental quantities are length, Mass, and Time.    and units of length,…

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Q: Q13) If a 3.0 mm, b-4.0 mm, 21--60 aC, 22-80 BC, and q-30 nC in the figure, the magnitude of the…

A: Since you have asked to solve question 13, we will only solve question 13.

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Q: Loop 2 Loop 1 -R1 R2 R3 (A DI4 (A2 V 1

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A: Given, Speed = 42 m/s 1 km = 1000 m 1 hour = 60×60 s = 3600 s

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Q: Can this equation be used to find the same solution to the question?

A: Yes , this equation will be used to solve the given problem.  For your simplicity---  Mass , m = 1.3…

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A: The distance of source is given as Let Initial distance (r1) = 3r Other distance (r2,) = 3r

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A: Mass of the moon M=7.3×1022kgRadius of the moon R = 1740 km = 1.74×106mInitial speed of projectile…

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A: Given : mass of the Earth, ME = 5.98*1024 kg            Average mass of atoms, m = 40 u

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A: Solution:-