Question

Your answer is partially correct. Try again. A Gaussian surface in the shape of a night circular cylinder with end caps has a radius of 133 cm and a length of 81.9 cm. Through one and there is an inward magnetic flux of 30.4 W. At the other end there is a uniform magnetic field of 2.35 ml, normal to the surface and directed outward. What are the (a) magnitude and (b) direction ward or outward) of the net magnetic for through the Curved surface ws ( nad the tolerances +/-29 Question Attempts of used FOR LATER SUBMIT ANSWER - Prvaon Pollor 2000 2010 June weer soos in Rights Reserved. A Division of John Woona sata, anc MacBook Air

Answer 1

Here,

The magnetic field is,

B= 2.35 mT= 2.35*10^-3 T

Then,

solutions Here, The magnetic field is; B= 2.35mt = 2-35 X10-31 The radius is; R = 13.3 cm = 0.133 m The length is, L = 819cm = 0.819m The magnetic flux comes feom one swoubace $c = 30.4 4Wb Then, The flux leaving from other surface is, = 0 = BA :. A = TRỞ so, $ = 8x (TR) Put values in abeve equation) = $1 = ( 2035 X10-3) ((0.133)2) = DL= 130.5 x 10-6 wb = $_= 130.5 4Wb Now, the magnitude is, = 101 = 0 - 0 so, = 101 = 130.5 UWb – 30.4uwb = 10) = 100.1 uwb Anower ШЬ b) The direction is inward