Score on last try: 1 of 3 p15. See Details for more. You can retry this question below Shown in the following figure is a long, straight wire and a single-turn rectangular loop, both of which lie in the plane of the page. The wire is parallel to the long sides of the loop and is 0.5 m away from the closer side. At an instant when the voltage induced in the loop is 4.5 V, what is the time rate of change of the current in the wire? E150 m 0.50 m]: |-3.0m-| a. What is the expression for magnetic field Bdue to the current I in the longJ straight wire, at distance :- away from the wire? . Give your answer in terms of given variables (L r] and physical and numelical constants (my, an E2, andior 6]. Spell out Greek letters and use underscore ("_"J for subscripls. b. Because the magnetic field is not uniformJ you will have to use integration to calculate the magnetic ux, '5 = fB. Find the magnetic flux through the loop as a function of I [II' will be proportional to I, as shown below; find the coefficient, in base SI units}. Hint for {b} Q .ODUUDDS x I. Give your answer in terms of given variable [I]; plug in numelical values of given geometric parameters and physical and numelical constants in base SI units. c. Find the rate of change of the current by setting d'IIIJ'IcH. as equal to the induced voltage and solving for a'chit. Hint for {c} H A The rate of change of the current in the wire is E = 3'499999396 3' :. (Note: the number here will be unreasonably large. Just plug in your result.)