A very long straight wire carries current 28 A. In the middle of the wire a right-angle bend is made. The bend forms an arc of a circle of radius 22 cm, as show. Determine the magnetic field at the center of the arc. What is the direction of the magnetic field? O left O into the plane of the computer screen O down O out of the plane of the computer screen O down and to the left O right B = T
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- -27 A 180 V battery is connected across two parallel metal plates of area 28.5 cm² and separation 9.20 mm. A beam of alpha particles (charge +2e, mass 6.64 × 10- is accelerated from rest through a potential difference of 1.75 kV and enters the region between the plates perpendicular to the electric field, as shown in . Part A What magnitude of magnetic field is needed so that the alpha particles emerge undeflected from between the plates? Express your answer with the appropriate units. |B| = = μA Value Units wwwwwwww ? kg)A wire is bent in to the shape shown below. If a current of I runs through the wire, what is direction and the magnitude of the magnetic field at the center of loop? R Hol B = 2R - Oa. Hol B = 2R - Ob. Hol B = 2R d. Hol B = 1+ 2R Oe.Figure below shows two long straight wires separated by the distance d = 1.0 m. The current in the left-hand wire is I, = 6.0 A in the upward direction. If the magnetic field at point P is zero, the magnitude and direction of the current I, in the right-hand wire is: %3D -p- a. 1.5 A, upward Ob. 4.5 A, upward O c. 3.0 A, downward O d. 1.5 A, downward e. 3.0 A, upward
- 4G OA 1:0Y A long straight wire is bent as shown to form two parallel straight wires and a semicircle (radius = 2.0 m). A current of 24 A is directed as shown. What is the magnitude of the magnetic field ( in units of uT) at point C, the center of the circle along which the semicircle lies? c'Wire with a loop in it A very long wire carrying a conventional current of 2.6 amperes is straight except for a circular loop of radius 5.5 cm (see the figure). Calculate the approximate magnitude and the direction of the magnetic field at the center of the loop. T --Direction-- v = h Oi out of the page R g k into the page d. 0 m zero magnitudeDetermine the magnetic field at the surface of the wire. Determine the magnetic field inside the wire, 0.50 mmmm below the surface. Determine the magnetic field outside the wire 2.5 mmmm from the surface.
- Two long, parallel wires carry currents of I, = 10.0 A and I, = 5.0 A in opposite directions (see figure below). Which of the following statements must be true? More than one statement may be correct. I II III O In region I, the magnetic field is into the page and is never zero. O In region II, the field is into the page and can be zero. O In region III, it is possible for the field to be zero. O In region I, the magnetic field is out of the page and is never zero. O There are no points where the field is zero.04 The closed loop shown in the figure below carries a current 4 A in the clockwise direction. The loop consists of two arcs of radii a =7 cm and b= 12 cm that are connected by straight segments and the point P is at the center of both arcs. y a P The direction of the magnetic field due to the straight segment at point P is: OInto the page OOut of the page ONo field F. The magnitude of the magnetic field due to the straiyht segments at point P is: The direction of the magnetic field due to the inner is: OInto the page OOut of the page ONo field The magnitude of the magnetic field due to the inner arc at point P is: The direction of the magnetic field due to the outer arc at point P is: OInto the page OOut of the page ONo field The magnitude of the magnetic field due to the outer arc at point Pis: Calculate the net magnetic field vector at point P. Bnet =<3. Current head-on to point P: Consider the case where the current is heading straight toward the point where we want the magnetic field. What is the magnetic field at the point P shown? Hint: consider a small piece ds and think about what the Biot-Savart law tells you. Holds x f 4πr2 Think about the angle between ds and î. dB 7 D P