(Figure 1) shows an end view of two long, parallel wires perpendicular to the xy-plane, each carrying a current I, but in opposite directions. Correct Part D At what value of æ is the magnitude of Ba maximum? Express your answer in terms of a. Figure < 1 of 1 > ? Submit Request Answer a Part E What is the magnitude of B when a > a? Express your answer in terms of the variables x, a, I, and magnetic constant po.
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- I tried adjusting the calculations to be in webber buy converting the centimeters to meters but it's still not right do you have another idea on how to solve this problem?For problem 47, part b, calculate the magnetic field in microteslas if the radius of the wire is 6.1 mm (5 sig figs)A coil 4.35 cm radius, containing 460 turns, is placed in a uniform magnetic field that varies with time according to B=( 1.20x10-2 T/s)t+( 2.60x10-5 T/s4 )t¹. The coil is connected to a 580- resistor, and its plane is perpendicular to the magnetic field. You can ignore the resistance of the coil. Part B What is the current in the resistor at time to = 5.50 s ? V ΑΣΦ ? NII = A
- A 31.0-cm long solenoid 1.25 cm in diameter is to produce a field of 4.60 mT at its center. Part A How much current should the solenoid carry if it has 945 turns of the wire? Express your answer using three significant figures and include the appropriate units. I= μà Value Submit Request Answer Units ?Solve with no calculus.▼ Part A Suppose you have a magnetic field with a strongth of 45 uT directed along the m-axis. If a 34 cm x 50 cm wire loop is placed at a 60-degree angle to the z axis before being shifted to a 30-degree angle to the z-axis. what is the difforonce in flux within the loop? Note: 1 Wb= T m². Express your answer in webers. Γ.Γ ΑΣΦ 30-60 2.80.10 6 → C Submit Previous Answers Request Answer X Incorrect; Try Again; One attempt remaining ? Wh
- Point A in (Figure 1) is 6.0 mm from the wire. Assume that the wire is very long and that all other wires are too far away to contribute to the magnetic field. Figure ww 20 Ω 60 V + 100 Ω . A < 30 Ω 1 of 1 www Part A What is the magnetic field strength at point A? Express your answer with the appropriate units. BA= Submit 2² Provide Feedback μА Value Request Answer Units ?In the diagram attached, how do we find the net magnetic field at point P? Given: I = 20 A a = 0.30 m x = 0.40 m And please describe in detail how to find the angle and the associated geometry.A vertical wire is connected to a battery in such a way that a current flows from the floor upward to the ceiling, as shown in the bird's-eye view at right. A standard bar magnet is held parallel to the floor, with the north pole being closest to the wire as shown in the figure. In what direction is the force on the wire? Top view Current going upward toward the ceiling Horizontal bar- magnet N
- The distance between the wire and the circular current loop is r = 2.4 cm. (Figure 1) Figure O 2.0 A -Wire 0.20 A 1 of 1 2.0 mm What is the magnitude of the torque on the circular current loop? Express your answer with the appropriate units. T = Submit Part B μÀ Value Request Answer Units What is the loop's stable equilibrium position? ? O The dipole will be in equilibrium after rotating clockwise 135°. O The dipole will be in equilibrium after rotating clockwise 180°. O The dipole will be in equilibrium after rotating clockwise 45°. O The dipole will be in equilibrium after rotating clockwise 90°.Consider the setup as shown in Figure 5. Given the direction of the magnet field and current flow, determine the balance reading (Hint: use the right-hand rule and Newton's Third Law). Draw a free-body diagram of the Magnet Assembly in equilibrium with the current flowing through the circuit. Predict whether the electronic balance will read a positive value or a negative value. B field going into the paper X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X Balance Side view Figure 5 ĪInstructions1. In the three cases, use the average of the two angles ( = (+) + () =2), the averageof the two currents ( I = I(+) + I() =2), and Eqs. (1) and (2), and calculate coilÖeld and the earth ís horizontal component of magnetic Öeld, B(earth) H [ Tesla ].2. Based on the three previous calculations, what is your experimental determination ofthe horizontal component of the earthís magnetic Öeld, B(earth) H [ Gauss ]?3. Take the accepted value of the earthís horizontal component of magnetic Öeld in southFlorida to be 0:25 Gauss and calculate the percent error in your answer.