Questions on Electrostatics/Electricity/Stuff?

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SUMMARY

This discussion focuses on solving problems related to electrostatics and electricity, specifically involving lightbulbs in series circuits and the motion of electrons in electric fields. The first question addresses calculating the resistance and current of two lightbulbs rated at 30 W and 40 W when connected in series to a 120 V source. The second question involves determining the potential difference required to accelerate an electron to a speed of 6E7 m/s and calculating its motion between two charged plates. Key formulas discussed include qV = 1/2mv^2 and F = qE for calculating forces and accelerations.

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  • Understanding of Ohm's Law and electrical power calculations
  • Familiarity with basic concepts of electric fields and forces
  • Knowledge of kinematics in physics, particularly constant acceleration
  • Ability to manipulate equations involving voltage, current, and resistance
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  • Learn how to calculate resistance using power ratings (e.g., P = V^2/R)
  • Study the principles of electric fields and forces on charged particles
  • Explore kinematic equations for motion under constant acceleration
  • Investigate the behavior of electrons in electric fields and their trajectories
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Students and enthusiasts in physics, electrical engineering, and anyone seeking to deepen their understanding of electrostatics and circuit analysis.

Mehta29
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okay i just found this forum and i think now would be a good time to utilize it...

okay first q...

1) Two lightbulbs, one rated 30 W at 120 V and another rated 40 W at 120 V, are arranged in two different circuits, if connected in series to a 120 V source, what is the resistance and current of each lightbulb?

well i thought since they are in series, the current had to be the same throughout, the Voltages had to add up to total V of the circuit, except with the different wattages, I have little idea where to start because I can't use P=V^2/R because Voltages of each arent the same and I can't use P=(I^2)R because I don't think I'm given enough info on how to calc. the current of each...can someone at least get me started? or see if there are any misconceptions?


2)Determine the potential difference through which an electron must be accelerated in the electron gun in order to have a speed of 6E7 M/S
qV = 1/2mv^2 correct? i just wanted confirmation...

and suppose there were two plates with a potential difference of 200, separated by .012 M and had a length of .04 M, how would I calculate the time required to move through the plates and the electron's vertical displacement?...someone please just throw me a bone here?

Thanks muchooo to whoever can help
 
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Mehta29 said:
okay i just found this forum and i think now would be a good time to utilize it...

okay first q...

1) Two lightbulbs, one rated 30 W at 120 V and another rated 40 W at 120 V, are arranged in two different circuits, if connected in series to a 120 V source, what is the resistance and current of each lightbulb?

A lightbulb is essentially a resistor. If you know the power dissipated at a certain potential difference, you can use that to find the resistance of the lightbulb.

well i thought since they are in series, the current had to be the same throughout, the Voltages had to add up to total V of the circuit, except with the different wattages, I have little idea where to start because I can't use P=V^2/R because Voltages of each arent the same and I can't use P=(I^2)R because I don't think I'm given enough info on how to calc. the current of each...can someone at least get me started? or see if there are any misconceptions?

You first find the resistances of each lightbulb using their power rating at 120 volts. Then you proceed with the two resistances in series connected to a potential difference of 120 volts (notice that the power in each lightbulb woul dno longer be 30 and 40 W, if you would calculate them now)

2)Determine the potential difference through which an electron must be accelerated in the electron gun in order to have a speed of 6E7 M/S
qV = 1/2mv^2 correct? i just wanted confirmation...

yes, neglecting relativistic effects.

and suppose there were two plates with a potential difference of 200, separated by .012 M and had a length of .04 M, how would I calculate the time required to move through the plates and the electron's vertical displacement?...someone please just throw me a bone here?

Thanks muchooo to whoever can help

First, you find the electric field between the plates. It has a magnitude given by the pitential difference divided by the separation between the plates.

Then, you calculate the force using F = q E. That allows you to find the acceleration (perpendicular to the plates) a = F/m. (we can neglect gravity here)

Now it becomes a problem of constant acceleration. If the electron is initially moving parallel to the plates (let's say along x), it will curve following a parabola. The velocity along x will not change. The time to get across the plates is the length of the plates divided by the initial velocity (assuming that the electron won't hit a plate!). Knowing this time you can use find the deflection along y since you know the acceleration along y.


Patrick
 
thank you very much, electrostatics really isn't my strong suit...meaning there will probably more to come soon...
 

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