5. A small sphere with mass 1.50 g hangs by a thread between two parallel vertical plates that are 5.00 cm apart. The sphere carries charge q=8.90x10−6 C. The plates are insulating, and left and right have uniform surface charge densities +σ and −σ, respectively. The space between the plates is filled with air. Find the value of σ and the magnitude of the potential difference ∆V which lead the thread to assume an angle of 30.0◦ with respect to the vertical. Potential error a student could make? Clarification you’d provide:

University Physics Volume 2
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Chapter8: Capacitance
Section: Chapter Questions
Problem 63P: A parallel-plate capacitor has square plates that are 8.00 cm on each side and 3.80 mm apart. The...
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5. A small sphere with mass 1.50 g hangs by a thread between two parallel vertical plates that are 5.00 cm apart. The sphere carries charge q=8.90x10−6 C. The plates are insulating, and left and right have uniform surface charge densities +σ and −σ, respectively. The space between the plates is filled with air. Find the value of σ and the magnitude of the potential difference ∆V which lead the thread to assume an angle of 30.0◦ with respect to the vertical.

Potential error a student could make?

Clarification you’d provide:

5. A small sphere with mass 1.50 g hangs by a thread between two parallel vertical plates that are 5.00
cm apart. The sphere carries charge q=8.90x10-6 C. The plates are insulating, and left and right have
uniform surface charge densities +σ and −σ, respectively. The space between the plates is filled with
air. Find the value of ♂ and the magnitude of the potential difference AV which lead the thread to
assume an angle of 30.0° with respect to the vertical.
Transcribed Image Text:5. A small sphere with mass 1.50 g hangs by a thread between two parallel vertical plates that are 5.00 cm apart. The sphere carries charge q=8.90x10-6 C. The plates are insulating, and left and right have uniform surface charge densities +σ and −σ, respectively. The space between the plates is filled with air. Find the value of ♂ and the magnitude of the potential difference AV which lead the thread to assume an angle of 30.0° with respect to the vertical.
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