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Assignment 3: (Spring 2015)
PHYSICS (PHY101)
TOTAL MARKS: 25
Due Date: 27/07/2015

DON’T MISS THESE Important instructions:

*      To solve this assignment, you should have good command over first 27 lectures.
*      Upload assignments (Microsoft word) properly through LMS, (No Assignment will be     accepted through email).
*      Write your ID on the top of your solution file.
*      All students are directed to use the font and style of text as is used in this document.
*      Don’t use colorful back grounds in your solution files.
*      Use Math Type or Equation Editor etc for mathematical symbols.
*      Write to the point and avoid from unnecessary explanation. Don’t copy/paste from internet or any other source.
*      This is not a group assignment, it is an individual assignment so be careful and avoid copying others’ work. If some assignment is found to be copy of some other, both will be awarded zero marks. It also suggests you to keep your assignment safe from others. No excuse will be accepted by anyone if found to be copying or letting others copy.

Don’t wait for the last date to submit your assignment.
Question # 1
A particle with a charge of 0.17coulombs is in a uniform electric field of strength 55 N/C as shown below. An external force pushes the charge 0.12 meters directly against the field. What is the change in electric potential energy?                                                                            Marks 8










Question # 2
A)    Where does an electron go when it is free to move: to a location of higher or lower potential? Explain it.
B)    A student of Physics calculated a negative potential difference between two points. Is that possible? Explain it by giving a solid reason.                                              Marks 3 +3 = 6
Question # 3
What is the electric potential at the location of the test charge as shown in the figure?    Marks 5

















Question # 4
What is the potential difference between the plates shown in the following figure?       Marks 6






















Solution complete




Question:1


Ans.

q= .17 C
∆x= .12 m
E= 55 N/C
In order to find Change in Electric Potential Energy = ∆Ue = ?
We need electric potential = V = ?
∆U e = q∆V
∆V = -E∆x = -(55 N/C)(0. 12 m) = – 6.6 Nm /C = -6.6 J/C
Now to find:
∆Ue = q∆V = (0.17C)(-6.6J/C)= 1.122 J
                                                                 



Question:2

(a)
Ans.

As electron has negative charge, it will always move towards the pole containing positive charge, Irrespective of the fact that, which potential you denote as higher and which lower.

(b)
Ans.

Negative potential means potential in opposite direction. For example if we connect the negative terminal of a battery to ground than our meter will calculate positive potential difference, but if we connect it other way round than our meter will calculate negative potential difference.


Question:3

     

Question:4

Potential difference between plates

Vb = 1.0 volts
Va = -0.5 volts 
∆V = Vb – Va = 1.0- (-0.5)
∆V = 1.5 Volts




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Friday, July 24, 2015

phy101 assignment 3 solution

Assignment 3: (Spring 2015)
PHYSICS (PHY101)
TOTAL MARKS: 25
Due Date: 27/07/2015

DON’T MISS THESE Important instructions:

*      To solve this assignment, you should have good command over first 27 lectures.
*      Upload assignments (Microsoft word) properly through LMS, (No Assignment will be     accepted through email).
*      Write your ID on the top of your solution file.
*      All students are directed to use the font and style of text as is used in this document.
*      Don’t use colorful back grounds in your solution files.
*      Use Math Type or Equation Editor etc for mathematical symbols.
*      Write to the point and avoid from unnecessary explanation. Don’t copy/paste from internet or any other source.
*      This is not a group assignment, it is an individual assignment so be careful and avoid copying others’ work. If some assignment is found to be copy of some other, both will be awarded zero marks. It also suggests you to keep your assignment safe from others. No excuse will be accepted by anyone if found to be copying or letting others copy.

Don’t wait for the last date to submit your assignment.
Question # 1
A particle with a charge of 0.17coulombs is in a uniform electric field of strength 55 N/C as shown below. An external force pushes the charge 0.12 meters directly against the field. What is the change in electric potential energy?                                                                            Marks 8










Question # 2
A)    Where does an electron go when it is free to move: to a location of higher or lower potential? Explain it.
B)    A student of Physics calculated a negative potential difference between two points. Is that possible? Explain it by giving a solid reason.                                              Marks 3 +3 = 6
Question # 3
What is the electric potential at the location of the test charge as shown in the figure?    Marks 5

















Question # 4
What is the potential difference between the plates shown in the following figure?       Marks 6






















Solution complete




Question:1


Ans.

q= .17 C
∆x= .12 m
E= 55 N/C
In order to find Change in Electric Potential Energy = ∆Ue = ?
We need electric potential = V = ?
∆U e = q∆V
∆V = -E∆x = -(55 N/C)(0. 12 m) = – 6.6 Nm /C = -6.6 J/C
Now to find:
∆Ue = q∆V = (0.17C)(-6.6J/C)= 1.122 J
                                                                 



Question:2

(a)
Ans.

As electron has negative charge, it will always move towards the pole containing positive charge, Irrespective of the fact that, which potential you denote as higher and which lower.

(b)
Ans.

Negative potential means potential in opposite direction. For example if we connect the negative terminal of a battery to ground than our meter will calculate positive potential difference, but if we connect it other way round than our meter will calculate negative potential difference.


Question:3

     

Question:4

Potential difference between plates

Vb = 1.0 volts
Va = -0.5 volts 
∆V = Vb – Va = 1.0- (-0.5)
∆V = 1.5 Volts




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