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The figure below shows two circular regions R1 and R2 with radii r1 = 22.1 cm and r2 = 32.6 cm. In R1 there is a uniform magnetic field of magnitude B1 = 53.1 mT directed into the page, and in R2 there is a uniform magnetic field of magnitude B2 = 77.1 mT directed out of the page (ignore fringing). Both fields are decreasing at the rate of 10.0 mT/s. Calculate ∮E→⋅ds→ for (a) path 1 , (b) path 2 , and (c) path 3. (a) Number Units (b) Number Units (c) Number Units

The figure below shows two circular regions R1 and R2 with radii r1 = 22.1 cm and r2 = 32.6 cm. In R1 there is a uniform magnetic field of magnitude B1 = 53.1 mT directed into the page, and in R2 there is a uniform magnetic field of magnitude B2 = 77.1 mT directed out of the page (ignore fringing). Both fields are decreasing at the rate of 10.0 mT/s. Calculate ∮E→⋅ds→ for (a) path 1 , (b) path 2 , and (c) path 3. (a) Number Units (b) Number Units (c) Number Units

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The figure below shows two circular regions R 1 and R 2 with radii r 1 = 22.1 c m and r 2 = 32.6 c m . In R 1 there is a uniform magnetic field of magnitude B 1 = 53.1 m T directed into the page, and in R 2 there is a uniform magnetic field of magnitude B 2 = 77.1 m T directed out of the page (ignore fringing). Both fields are decreasing at the rate of 10.0 m T / s . Calculate ∮ E → ⋅ d s → for (a) path 1 , (b) path 2 , and (c) path 3. (a) Number i Units ◻ (b) Number i Units ◻ (c) Number i Units ◻

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