Applied Physics For CSE Stream | All 5 MODULES | Very Important Questions With Solutions EXPLAINED | BPHYS102/202 | Last Moment Exam Preparation

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Ace Your Applied Physics for CSE Stream (BPHYS102/202) Exams with Minimal Effort

Last-Minute Physics Exam Preparation: Score 80+ with Ease

Struggling with Applied Physics for CSE Stream (BPHYS102/202) exam preparations? Worry no more! This comprehensive video course is your ultimate guide to acing your exams with minimal effort. Our expert instructor has meticulously curated a set of Very Important Questions (VIQs) spanning all 5 modules, ensuring you can maximize your scores in the least amount of time.

What You’ll Learn:

Detailed explanations of Model Paper questions.
Insights into frequently repeated questions from previous years.
Expert-identified crucial questions for your upcoming exams.

Course Features:

Pre-recorded Video Lectures: 4-5 hours of intensive, yet easy-to-follow lectures designed for last-minute preparation.
Downloadable Study Materials: Access all the study materials used in the video lectures, available for download to aid your preparation.
Targeted Learning: Focus on essential questions to score 80+ in your semester exams without unnecessary effort.

Why This Course?

Efficient Preparation: Designed specifically for last-minute exam prep, this course helps you get ready in just one day.
Expert Guidance: Benefit from the knowledge and experience of our expert instructor who knows what it takes to score high.
Proven Results: Follow our structured approach to effortlessly achieve top marks.

Ideal For:

Students enrolled in Applied Physics for CSE Stream (BPHYS102/202) looking for a quick and effective way to prepare for their exams.
Anyone needing a comprehensive review of crucial exam topics in a short period.

Course Duration:

4-5 hours of video content

Access:

Immediate access to all video lectures and study materials upon enrollment.

Join Now: Transform your last-minute study session into a successful exam strategy. Enroll now and get ready to score 80+ with ease!

Note: This course is specially designed for last-moment exam preparation to ensure you excel with minimal effort. Just study one day before the exam and achieve top marks!

Course Content

Module 1: Laser and optical fiber (VIQ with solutions)
This video content will help you score 80+ without any effort. This course is specially designed for last moment exam preparation. This includes previous year repeated questions, model paper questions and very important questions prepared by expert instructors.

Introduction

03:26
1.Discuss the interaction of radiation with matter.

04:55
2.Derive the expression for energy density of radiation under thermal equilibrium condition in terms Einstein coefficient.

09:34
3.Explain the requisites and conditions of a laser system.

05:46
4.llustrate the construction and working of Semiconductor LASER with a neat sketch and energy level diagram also mention its applications.

08:05
5. Discuss the applications of LASER

11:46
6. Define Acceptance angle and Numerical Aperture and hence derive an expression for NA in terms of RIs core, cladding and surrounding.

08:14
7. Discuss the types of optical fibers based on Modes of Propagation and RI profile.

05:04
8. Describe attenuation and explain the various fiber losses.

08:13
9.Discuss Point to Point communication using optical fibers.

07:42

Module 2: Quantum mechanics (VIQ with solutions)
This video content will help you score 80+ without any effort. This course is specially designed for last moment exam preparation. This includes previous year repeated questions, model paper questions and very important questions prepared by expert instructors.

Introduction

01:16
1. Derive an expression for de Broglie wavelength by analogy and hence discuss the significance of de Broglie waves.

06:52
2. State and explain Heisenberg uncertainty principle. Using this principle, show that the electrons cannot reside inside the nucleus.

05:07
3. a. Define 1. Wave pocket 2. Phase velocity 3. Group velocity b. write a note on Principle of Complementarity.

02:27
4. Explain the Wave function with mathematical form and Discuss the physical significance of a wave function.

05:46
5. Setup Schrodinger time- independent wave equation in one dimension.

09:18
6. Discuss the motion of a quantum particle in a one-dimensional infinite potential well of width ‘a’ and also obtain the eigen functions and energy eigen states well (potential well of infinite depth) or of a particle in a box Or Explain Eigen functions and Eigen Values and hence derive the eigen function of a particle inside infinite potential well of width ‘a’ using the method of normalization.

17:36

Module 3: Quantum COMPUTING (VIQ with solutions)
This video content will help you score 80+ without any effort. This course is specially designed for last moment exam preparation. This includes previous year repeated questions, model paper questions and very important questions prepared by expert instructors.

Introduction

02:04
1. Elucidate the differences between classical and quantum computing.

02:56
2. Explain the representation of qubit using Bloch Sphere.

06:36
3. Define a bit and qubit and explain the properties of qubit.

04:13
4. State the Pauli matrices and apply Pauli matrices on the states |0⟩ and |1 ⟩ .

03:43
5. Definitions of various matrices.

09:03
6. Explain Orthogonality and Orthonormality with an example for each.

01:19
7. Explain Single qubit gate and multiple qubit gate with an example for each.

04:12
8.Explain the Matrix representation of 0 and 1 States and apply identity operator I to |0> and |1> states

01:27
9. A Linear Operator ’X’ operates such that X |0⟩ = |1⟩ and X |1⟩= |0⟩ Find the matrix representation of ’X’.

03:21
10. Describe the working of controlled-Z gate mentioning its matrix representation and truth- table.

02:46
11. Discuss the CNOT gate and its operation on four different input states.

03:23
12.Discuss the working of phase gate mentioning its matrix representation and truth table. 13. Explain Pauli X,Y and Z gate state 0 and 1 with proper gate representations and their truth table. 14. Equation and 15.short notes on other important quantum gates.

14:49

Module 4: Electrical properties of materials and applications(VIQ with solutions)
This video content will help you score 80+ without any effort. This course is specially designed for last moment exam preparation. This includes previous year repeated questions, model paper questions and very important questions prepared by expert instructors.

Introduction

03:23
01.Enumerate the failures of classical free electron theory and assumptions of quantum free electron theory of metals.

05:04
02.Define Fermi energy, Fermi Factor and Discuss the variation of Fermi factor with temperature and energy

03:54
03.Explain Meissner’s Effect, the variation of critical field with temperature and temperature dependence of resistance of a superconductor.

06:19
04. Differentiate the types of superconductors.

04:17
05.Explain the phenomenon of superconductivity and Discuss qualitatively the BCS theory of superconductivity for negligible resistance of metal at temperatures close to absolute zero.

03:38
06.write a note on high temperature superconductor.

05:18
07. Explain DC and AC Josephson effects

04:58
08. Give the qualitative explanation of DC Squid and RF Squid with the help of a neat sketch.

07:30
09.Short note on Applications of Superconductivity in Quantum Computing(optional).

06:01
10.Write about the concept of Matheissen rule(optional).

03:31

Module 5: Physics of animation (VIQ with solutions)
This video content will help you score 80+ without any effort. This course is specially designed for last moment exam preparation. This includes previous year repeated questions, model paper questions and very important questions prepared by expert instructors.

Introduction

02:03
1. Discuss timing in Linear motion, Uniform motion, slow in and slow out.

04:09
2. Sketch and explain the motion graphs for linear, easy ease, easy ease in and easy ease out cases of animation.

04:48
3. Distinguish between descriptive and inferential statistics.

01:55
4. Illustrate the odd rule and odd rule multipliers with a suitable example.

03:35
5. Describe Jumping and parts of jump.

04:42
6. Discuss the salient features of Normal distribution using bell curves.

03:04
7. Elucidate the importance of size & scale and weight and strength in animations.

05:09
8. Mention the general pattern of monte Carlo method and hence determine the value of π.

05:17
9. Describe the calculation of Push time and stop time with examples.

02:17
10. Discuss modeling the probability for proton decay.

04:22

NUMERICALS

All Modules Study Materials (Very Important questions with answers)

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About Course

Ace Your Applied Physics for CSE Stream (BPHYS102/202) Exams with Minimal Effort

Last-Minute Physics Exam Preparation: Score 80+ with Ease

What You’ll Learn:

Course Features:

Why This Course?

Ideal For:

Course Duration:

Access:

What Will You Learn?

Course Content

Introduction

1.Discuss the interaction of radiation with matter.

2.Derive the expression for energy density of radiation under thermal equilibrium condition in terms Einstein coefficient.

3.Explain the requisites and conditions of a laser system.

4.llustrate the construction and working of Semiconductor LASER with a neat sketch and energy level diagram also mention its applications.

5. Discuss the applications of LASER

6. Define Acceptance angle and Numerical Aperture and hence derive an expression for NA in terms of RIs core, cladding and surrounding.

7. Discuss the types of optical fibers based on Modes of Propagation and RI profile.

8. Describe attenuation and explain the various fiber losses.

9.Discuss Point to Point communication using optical fibers.

Introduction

1. Derive an expression for de Broglie wavelength by analogy and hence discuss the significance of de Broglie waves.

2. State and explain Heisenberg uncertainty principle. Using this principle, show that the electrons cannot reside inside the nucleus.

3. a. Define 1. Wave pocket 2. Phase velocity 3. Group velocity b. write a note on Principle of Complementarity.

4. Explain the Wave function with mathematical form and Discuss the physical significance of a wave function.

5. Setup Schrodinger time- independent wave equation in one dimension.

Introduction

1. Elucidate the differences between classical and quantum computing.

2. Explain the representation of qubit using Bloch Sphere.

3. Define a bit and qubit and explain the properties of qubit.

4. State the Pauli matrices and apply Pauli matrices on the states |0⟩ and |1 ⟩ .

5. Definitions of various matrices.

6. Explain Orthogonality and Orthonormality with an example for each.

7. Explain Single qubit gate and multiple qubit gate with an example for each.

8.Explain the Matrix representation of 0 and 1 States and apply identity operator I to |0> and |1> states

9. A Linear Operator ’X’ operates such that X |0⟩ = |1⟩ and X |1⟩= |0⟩ Find the matrix representation of ’X’.

10. Describe the working of controlled-Z gate mentioning its matrix representation and truth- table.

11. Discuss the CNOT gate and its operation on four different input states.

12.Discuss the working of phase gate mentioning its matrix representation and truth table. 13. Explain Pauli X,Y and Z gate state 0 and 1 with proper gate representations and their truth table. 14. Equation and 15.short notes on other important quantum gates.

Introduction

01.Enumerate the failures of classical free electron theory and assumptions of quantum free electron theory of metals.

02.Define Fermi energy, Fermi Factor and Discuss the variation of Fermi factor with temperature and energy

03.Explain Meissner’s Effect, the variation of critical field with temperature and temperature dependence of resistance of a superconductor.

04. Differentiate the types of superconductors.

05.Explain the phenomenon of superconductivity and Discuss qualitatively the BCS theory of superconductivity for negligible resistance of metal at temperatures close to absolute zero.

06.write a note on high temperature superconductor.

07. Explain DC and AC Josephson effects

08. Give the qualitative explanation of DC Squid and RF Squid with the help of a neat sketch.

09.Short note on Applications of Superconductivity in Quantum Computing(optional).

10.Write about the concept of Matheissen rule(optional).

Introduction

1. Discuss timing in Linear motion, Uniform motion, slow in and slow out.

2. Sketch and explain the motion graphs for linear, easy ease, easy ease in and easy ease out cases of animation.

3. Distinguish between descriptive and inferential statistics.

4. Illustrate the odd rule and odd rule multipliers with a suitable example.

5. Describe Jumping and parts of jump.

6. Discuss the salient features of Normal distribution using bell curves.

7. Elucidate the importance of size & scale and weight and strength in animations.

8. Mention the general pattern of monte Carlo method and hence determine the value of π.

9. Describe the calculation of Push time and stop time with examples.

10. Discuss modeling the probability for proton decay.

NUMERICALS

All Modules Numericals

All Modules Study Materials (Very Important questions with answers)

Module 1

Module 2

Module 3

Module 4

Module 5

Numericals

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