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Here is some information for the mid-exam on Digital Signal Processing (DSP),
🦋Covering chapters 1-3.
🚩The exam carries a weight of 20%.
🪢Exam Profile:
⚡️Multiple-choice questions(which may include some tricky ones.)
✨ Explain your answers briefly.
🌿 multiple choice and explain accounting for 10%
🪐Workout, it is recommended to review the topics like sampling,convolution,Impulse,quantization...(10%)
(Please note that while the specific topics are highlighted for the workout, it is essential to review all the contents covered in chapters 1-3 to the best of your ability.)
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DO ALL YOUR BEST.
@eceunity
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#UPDATE!
Psychology doesn't include Operant/Instrumental Conditioning, it covers only up to page 46 from the module.
The exam profile will be subjective and objective means:
⚡️ T/F 🌿 Choose
🛰Essay 🪐Matching.
📡Blank space
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@eceunity
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1 271
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#Psychology
It covers chapter 1 -3 (Including Operant Conditioning only)
There will be Subjective and Objective type of questions.
1 271
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#DSP
Sorry, I tried to talk with the department and postponed the DSP mid exam, however again however......we have successfully postponed the mid exam to Monday morning. 😊
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@eceunity
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1 271
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Our department head #promised me to postponed DSP exam for the next Monday,however i will inform you underlined decission by tomorrow.
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@eceunity
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1 271
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Here its some information for DLD mid exam.
🌿Exam Details:
👉🏼Worth: 20% of the total grade
Chapters Covered: Chapter 1 to Chapter 3 (excluding K-map)
Two Parts: 📡Multiple Choice (8%) and
🪐Workout (12%)
Topics to Study:
Chapter 1: Number Systems
🛰Understand binary, decimal, octal, and hexadecimal number systems.
📍Know how to convert between different number systems.
Chapter 2: Gates
👉🏼About basic logic gates (AND, OR, NOT, NAND, NOR, XOR, XNOR).
Understand their implementation and truth tables.
Predict the output of logic gate circuits.
Chapter 3: Boolean Laws and Simplification
⚡️Familiarize yourself with Boolean algebra and its laws.
Learn how to simplify Boolean expressions using algebraic manipulation.
Convert between Sum of Products (SOP) and Product of Sums (POS) representations.
Apply De Morgan's theorem for finding inverses or complements.
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@eceunity
Have a good exam!
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