There are two circular areas R1 and R2 having radii r1=11.0 cm and r2=28.0 cm. In R1 there is a uniform magnetic field of magnitude B1= 50.0 mT to the page and in R2 there is a uniform magnetic field of B2 = 75.0 mT out of the page (avoiding fringing). Both the fields are reducing at the rate of 7.90 mT/s. Compute the integral E ds for each of the three dashed paths;
i) Path 1 (corresponds to R1)
ii) Path 2 (corresponds to R2)
iii) Path 3 (corresponds to the whole paths)