Top View: Look down into solenoid from the for: Shown in gure a} is solenoid inside of which is planar square current loop such that each side ofthe square measures 0.5m and carries current Iloop which is 5A. When seen from the side {left}, the current loop's plane makes an angle theta of34 degrees with the solenoid's axis. The current is going into the page on the top right segment of the square loop (designated by an "x" with a circle around it], and the current is coming out of the page on the bottom left segment of the square loop [designated by a dot with a circle around it]. When viewed from above [right panel of figure), the current loop does not look square because the loop is tilted at angle 6 as shown in the left panel. The solenoid carries a current I\": = 11 Amps, is 3 meters long, and has 250 turns per meter. The direction of the current in the solenoid produces a magnetic field that points up on the page. C11. Find the magnetic field within the solenoid, due to the current in the solenoid (ignore the magnetic field from the square current loop in answering this question] (in Tesla) C12. Find the magnetic torque on the current loop [in Nm). Find the direction oftorque on current loop: A) To the left on the page B] Out ofthe page C) To the right on the page D] Into the page E) Toward page's top F] Toward page's bottom A) What is the equivalent resistance of the circuit elements between points b and d (which includes resistors R2, R3, and R4)? IN Ohms B) What is the equivalent resistance for the whole circuit? IN Ohms C) What is the current through resistor R1 (MUST BE a positive number) IN amps? I D) How much power is dissipated in resister R5? IN Watts E) How much power is supplied by the battery? IN Watts F) What is the value of the electric potential at point b? IN Volts G) What is the current reading on the ammeter near point c? IN Amps Consider a charged particle of mass m : 0.002 kg and charge q : -6 (LC. The particle is moving to the right (in the plane of the page) at velocity v : 131 m/s in a region of space that has uniform electric and magnetic fields. The electric and magnetic forces are the only forces acting on the particle, and the particle moves in a straight line with constant sge d. The electric field points down on the page (as shown], with magnitude E : 82 MC a) If the magnetic field does not have any component parallel to the velocity, then what is the magnitude of the magnetic eld? Tesla b) What is the direction of the magnetic field? (choose the correct option) A) Out of the page B) To the left on the page C} Towards the top of the page D) Towards the bottom of the page E) Into the page F] To the right on the page c) Consider what will happen if the electric field is suddenly turned off while keeping the magnetic field unchanged. The motion of the charged particle after the electric field is turned off can be described as a (choose the correct option) A) A circle, with the plane of the circle perpendicular to the page B) A straight line with decreasing speed C}: A counterclockwise circle in the plane of the page (as viewed from your perspective looking at the drawing] D] A clockwise circle in the plane of the page (as viewed for your perspective looking at the drawing] E) A spiral of increasing pitch F] A spiral of decreasing pitch G] A straight line with increasing speed 9: b), a; W Consider the same charged particle in Q2 moving in a uniform magnetic field with velocity and magnetic field vectors as shown above. Don't consider electric eld for this part. Q1. Find the magnitude of the magnetic force acting on this particle? (should be in N and enter a positive number) Q2. Which of the following best describes the motion of the charged particle in this situation? A) Moves in a spiral pattern with constant pitch B) Moves in a spiral pattern with increasing pitch C) Moves in a straight line with decreasing speed D) Moves in a straight line with increasing speed E) Moves in a spiral pattern of decreasing pitch F) Moves in a straight line at constant speed G) Moves in a circle