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For problem 28.9 of the text, calculate the magnetic field in milliteslas using a value of V2 = 79.8 V. 5 sig. figs.

For problem 28.9 of the text, calculate the magnetic field in milliteslas using a value of V2 = 79.8 V. 5 sig. figs.

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For problem 9 of the text, calculate the magnetic field in milliteslas using a value of V2 =79.8 V. (5 sig figs)
QUESTION 2 For problem 28.9 of the text, calculate the magnetic field in milliteslas using a value of V2 = 79.8 V. 5 sig. figs.
Transcribed Image Text:QUESTION 2 For problem 28.9 of the text, calculate the magnetic field in milliteslas using a value of V2 = 79.8 V. 5 sig. figs.
•9 ILW In Fig. 28-32, an electron accelerated from rest through po- 1.00 kV enters the gap between two paral- lel plates having separation d = 20.0 mm and potential difference tential difference V₁ 830 y Lx = Figure 28-32 Problem 9. d afv₂ CHAPTER 28 MAGNETIC FIELDS B = (30.0 mT)Ĵ (Fig. 28-35). What are the resulting (a) electric field within the solid, in unit-vector notation, and (b) potential dif- ference across the solid?
Transcribed Image Text:•9 ILW In Fig. 28-32, an electron accelerated from rest through po- 1.00 kV enters the gap between two paral- lel plates having separation d = 20.0 mm and potential difference tential difference V₁ 830 y Lx = Figure 28-32 Problem 9. d afv₂ CHAPTER 28 MAGNETIC FIELDS B = (30.0 mT)Ĵ (Fig. 28-35). What are the resulting (a) electric field within the solid, in unit-vector notation, and (b) potential dif- ference across the solid?
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