DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field B → that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f ) of the alpha particle as a function of the magnetic field strength B . Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2 e . On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm? Figure F27.80
DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field B → that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f ) of the alpha particle as a function of the magnetic field strength B . Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2 e . On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm? Figure F27.80
DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field
B
→
that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f) of the alpha particle as a function of the magnetic field strength B. Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2e. On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm?
Please solve and answer this problem correctly please. Thank you!!
Please solve and answer this problem correctly please. Thank you!!
a) Use the node-voltage method to find v1, v2, and
v3 in the circuit in Fig. P4.14.
b) How much power does the 40 V voltage source
deliver to the circuit?
Figure P4.14
302
202
w
w
+
+
+
40 V
V1
80 Ω 02
ΣΑΩ
28 A
V3 +
w
w
102
202
Chapter 27 Solutions
Mastering Physics with Pearson eText -- Standalone Access Card -- for University Physics with Modern Physics (14th Edition)
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