4. A thin conducting shell of radius R1 is centered inside a thick conducting shell with inner radius R2 and outer radius R3. The inner shell has positive charge 2Qo on it, while the outer shell has net charge -Qo on it. As Inner shell has net charge +20p Outer ehell has net charge -Q, Page 70 WS E5 (rev. 3.0) ) What is the charge residing on the inner surface of the thick shell (at r = R2) ? What is the charge residing on the outer surface of the thick shell (at r = Rs) ? reasoning. Explain your ) Taking the potential V(r) to be zero at infinity, i.e. V(r=«)=0, c) After a long time passes, which of the following is true? Explain your reasoning. Find V(r=R3), the potential at the outer surface of the thick shell. Find V(r=R2), the potential at the inner surface of the thick shell. Find V(r-R1), the potential at the surface of the thin shell. Find V(r=0), the potential at the center of the thin shell. (i) All of the charge resides on the inner (thin) shell. (ii) All of the charge resides on the outer (thick) shell. (iii) There is charge on both shells, but there is more positive charge on the inner shell than on the outer shell. The two spheres are now connected by a thin conducting wire. (iv) There is charge on both shells, but there is more positive charge on the outer shell than on the inner shell. *
4. A thin conducting shell of radius R1 is centered inside a thick conducting shell with inner radius R2 and outer radius R3. The inner shell has positive charge 2Qo on it, while the outer shell has net charge -Qo on it. As Inner shell has net charge +20p Outer ehell has net charge -Q, Page 70 WS E5 (rev. 3.0) ) What is the charge residing on the inner surface of the thick shell (at r = R2) ? What is the charge residing on the outer surface of the thick shell (at r = Rs) ? reasoning. Explain your ) Taking the potential V(r) to be zero at infinity, i.e. V(r=«)=0, c) After a long time passes, which of the following is true? Explain your reasoning. Find V(r=R3), the potential at the outer surface of the thick shell. Find V(r=R2), the potential at the inner surface of the thick shell. Find V(r-R1), the potential at the surface of the thin shell. Find V(r=0), the potential at the center of the thin shell. (i) All of the charge resides on the inner (thin) shell. (ii) All of the charge resides on the outer (thick) shell. (iii) There is charge on both shells, but there is more positive charge on the inner shell than on the outer shell. The two spheres are now connected by a thin conducting wire. (iv) There is charge on both shells, but there is more positive charge on the outer shell than on the inner shell. *
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