A long straight wire length (5.40x10^0) metres has a current of (6.600x10^0) amps flowing through it. The wire is in an external magnetic field of (1.3x10^1) mT. Calculate the magnitude of the force on the wire in Newtons. Report your answer to 2 significant figures. *Bx X X AX X хх хх хх хх хх хх X X хх хх
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- Consider the current-carrying wire shown in the figure. The current creates a magnetic field at the point P, which is the center of the arc segment of the wire. If 0 = 30.0°, the radius of the arc is 0.800 m, and the current is 5.00 A, what are the magnitude (in nT) and direction of the field produced at P? magnitude 3.272*10**-7X Did you forget to convert from T to nT? nTPlease type so that I may read do not handwriteQ39
- In 10.0 seconds a total charge of 285 C flows through a wire. If the wire is inside of a 31.0 mT perpendicular magnetic field it experiences a magnetic force of 6.00 x 102 N. 20. The length of the wire that is inside of the magnetic field is a.bc x 10d m. The values of a, b, c and dare and (Record your four-digit answer in the numerical-response section below.) Your answer:Two particles have the same charge (q1=q23D1.6x10-1C) and different masses undergo circular motion in a constant magnetic field (B = 0.40 T) with the same speed of 5x10° m/s. If their circular paths differ in radius by 4.9 cm, what is the difference in the mass of these two particles? m2 ml a. 8.18 x10^(-28) kg O b. 7.11 x10^(-28) kg Oc 6.27 x10^(-28) kg O d. 5.00 x10^(-28) kg O e. 9.21 x10^(-28) kg G-Guard O OPart A: You have a long straight wire, which is carrying a 4.26 A current. If you measure the magnetic field a distance 0.31 m from the wire, what is the magnetic field? Give your answer in microTesla. Part b: You have a single circular current loop, which is carrying a 4.25 A current. If the loop has a radius of 0.91 mwhat is the magnetic field? Give your answer in microTesla Part c: You have a solenoid, which is carrying a 3.19 A current. If the solenoid has 3,642 turns and is 0.15 m long, what is the magnetic field inside the solenoid? Give your answer in milli-Tesla.
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