Can someone help ASAP ? A coaxial cable consists of a long hollow cylindrical wire (inner radius buniformly across its cross section, and a long, solid wire (radius a = 1.20 cm) which is coaxial with the hollow cylindrical wire and carries an equal current In in the oppositedirection (into the screen). A cross-sectional view of the coaxial cable is shown in the figure below. Calculate the following.2.50 cm, outer radius c3.80 cm) that carries a current In of 16.0 A out of the screen distributeda. Calculate the current density in the outer hollow conducting wire.b. Draw an Amperian loop c passing through point P shown in the figure above, at a distance r = 3.20 cm from the center.c. If you integrate CW around this loop c, what is the current Ic that cuts through a surface bounded by c?d. Use Ampere's Law and calculate the magnitude and direction of the magnetic field at r = 3.20 cm? For full credit, start with Ampere's Law and show the few sneeded to get to the answer.Save All AnswersClose Window A coaxial cable consists of a long hollow cylindrical wire (inner radius buniformly across its cross section, and a long, solid wire (radius adirection (into the screen). A cross-sectional view of the coaxial cable is shown in the figure below. Calculate the following.2.50 cm, outer radius c- 3.80 cm) that carries a current Io of 16.0 A out of the screen distributed1.20 cm) which is coaxial with the hollow cylindrical wire and carries an equal current Io in the oppositea. Calculate the current density in the outer hollow conducting wire.b. Draw an Amperian loop c passing through point P shownc. If you integrate CW around this loop c, what is the current Ic that cuts through a surface bounded by c?d. Use Ampere's Law and calculate the magnitude and direction of the magnetic field at r = 3.20 cm? For full credit, start with Ampere's Law and show the few stepsneeded to get to the answer.the figure above, at a distance r = 3.20 cm from the center.

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A coaxial cable consists of a long hollow cylindrical wire (inner radius b uniformly across its cross section, and a long, solid wire (radius a direction (into the screen). A cross-sectional view of the coaxial cable is shown in the figure below. Calculate the following. 2.50 cm, outer radius c- 3.80 cm) that carries a current Io of 16.0 A out of the screen distributed 1.20 cm) which is coaxial with the hollow cylindrical wire and carries an equal current Io in the opposite a. Calculate the current density in the outer hollow conducting wire. b. Draw an Amperian loop c passing through point P shown c. If you integrate CW around this loop c, what is the current Ic that cuts through a surface bounded by c? d. Use Ampere's Law and calculate the magnitude and direction of the magnetic field at r = 3.20 cm? For full credit, start with Ampere's Law and show the few steps needed to get to the answer. the figure above, at a distance r = 3.20 cm from the center.

A coaxial cable consists of a long hollow cylindrical wire (inner radius b uniformly across its cross section, and a long, solid wire (radius a direction (into the screen). A cross-sectional view of the coaxial cable is shown in the figure below. Calculate the following. 2.50 cm, outer radius c- 3.80 cm) that carries a current Io of 16.0 A out of the screen distributed 1.20 cm) which is coaxial with the hollow cylindrical wire and carries an equal current Io in the opposite a. Calculate the current density in the outer hollow conducting wire. b. Draw an Amperian loop c passing through point P shown c. If you integrate CW around this loop c, what is the current Ic that cuts through a surface bounded by c? d. Use Ampere's Law and calculate the magnitude and direction of the magnetic field at r = 3.20 cm? For full credit, start with Ampere's Law and show the few steps needed to get to the answer. the figure above, at a distance r = 3.20 cm from the center.