What is the charge on each particle for the situation described in the previous question. [ give your answer in units of microCoulombs (i.e. 1µC = 1x10-6 Coulombs) to 2 decimal places of precision ]
What is the charge on each particle for the situation described in the previous question. [ give your answer in units of microCoulombs (i.e. 1µC = 1x10-6 Coulombs) to 2 decimal places of precision ]
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![Question 5
Two equally charged particles each have a mass of .015kg. They are suspended
by light strings as shown in the image below, with string lengths of 0.4m from
the suspension point to the center of each particle. They reach an equilibrium
position as shown in the image.
60°
Which equations will you need to utilize in order to determine the charge on
each particle? [check all that apply]
O EF, =
ension cos(30) – mg
%3D
F = Fy – mg
Tension
FCoulomb
- mg
Tension · sin(60) = F – F;
FCoulomb: A x =
O F. = 0
O F, = 0
O A E =A KE+ A PE
O FCouloumb
91 92
p2
O F = Tension · sin(30) – FCoulomb
What is the charge on each particle for the situation described in the previous
question. [ give your answer in units of microCoulombs (i.e. 1µC = 1x10-6
Coulombs) to 2 decimal places of precision ]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb0fb9420-0f8a-44dd-bf66-c159bc6ac5fb%2F27fbed63-740b-4676-9cd6-f2b5048047d8%2F9pb4fwn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 5
Two equally charged particles each have a mass of .015kg. They are suspended
by light strings as shown in the image below, with string lengths of 0.4m from
the suspension point to the center of each particle. They reach an equilibrium
position as shown in the image.
60°
Which equations will you need to utilize in order to determine the charge on
each particle? [check all that apply]
O EF, =
ension cos(30) – mg
%3D
F = Fy – mg
Tension
FCoulomb
- mg
Tension · sin(60) = F – F;
FCoulomb: A x =
O F. = 0
O F, = 0
O A E =A KE+ A PE
O FCouloumb
91 92
p2
O F = Tension · sin(30) – FCoulomb
What is the charge on each particle for the situation described in the previous
question. [ give your answer in units of microCoulombs (i.e. 1µC = 1x10-6
Coulombs) to 2 decimal places of precision ]
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