MRS FE PME

আজ যশোর বোর্ডের পদার্থবিজ্ঞান-১ম পত্রের ৬ং প্রশ্নের সমাধান আমার স্টুডেন্ট রা চেয়েছিলো।
৬ং প্রশ্নের সনাধান দেয়া হলো।
পয়সনের অনুপাত বের করতে "Delta r" প্রয়োজন ছিলো, কিন্তু এব্যাপারে কোন ক্লু প্রশ্নে নেই।
ফলে প্রশ্নটা কারো কারো কাছে একটু কঠিন মনে হয়।
কিন্তু তার টেনে লম্বা করা হলেও আয়তন পরিবর্তন হয় না, সেই মেথড অনুসারেই প্রশ্নটা টা সলভ করতে হয়।
যারা পারো নি, দেখে নিতে পারো

KUET Campus 😎

আগামী কাল 📌11 jun,2023 বুয়েট ২০১৯-২০ সেশনের ম্যাথ অংশের Question No: 02 সলভ আসবে।

আগামী কাল 📌10 jun,2023 বুয়েট ২০১৯-২০ সেশনের ম্যাথ অংশের Question No: 01 সলভ আসবে।

Dear HSC and Admission Candidate,

Mathematical problem-solving skills are indispensable for success in engineering. Whether you're a College student aspiring to pursue engineering or a prospective engineering student preparing for admission exams, a strong foundation in mathematical problem solving is crucial. In this blog post, we will discuss an engineering admission course designed to help you master the art of mathematical problem solving. This course aims to equip you with the essential skills and strategies needed to tackle challenging math problems with confidence and precision.

We Focus on:

#01: Building a Solid Mathematical Foundation:

The first step in the course is to build a strong mathematical foundation. You will review key mathematical concepts, including algebra, trigonometry, calculus, and geometry. Understanding these fundamentals is essential for solving complex engineering problems. The course will provide comprehensive lessons and practice exercises to reinforce your understanding and ensure you are well-prepared for the subsequent stages.

#02: Problem Identification and Analysis:

Engineering problems often come in the form of real-world scenarios or abstract concepts. In this course, you will learn how to identify the mathematical components within these problems. You will practice breaking down problems into manageable parts, identifying relevant variables, and defining clear objectives. By analyzing problems effectively, you will be better equipped to apply appropriate mathematical techniques.

#03: Applying Mathematical Techniques:
With a solid foundation and problem analysis skills, you will delve into various mathematical techniques commonly used in engineering problem solving. The course will cover techniques such as linear equations, systems of equations, matrices, calculus, and optimization. You will learn when and how to apply each technique and gain hands-on experience through practice problems and real-world engineering examples.

#04: Time Management and Test-Taking Strategies:

Engineering admission exams often have time constraints, requiring you to solve problems efficiently. The course will provide tips and strategies for effective time management during exams. You will learn how to prioritize and tackle problems strategically, ensuring that you make the most of the allocated time. Additionally, you will gain insights into test-taking techniques, including eliminating answer choices, identifying key information, and managing calculations under pressure.

#05: Review and Feedback:

Throughout the course, regular review sessions and assessments will be conducted to reinforce your learning and track your progress. You will have the opportunity to receive feedback from instructors, addressing any areas that may require additional focus. The course will also provide resources for self-review, including practice exams and sample problems, to help you consolidate your understanding and improve your performance.

Thanks to all. Hope that, we will have a good time

Dear HSC and Admission Candidate,

Mathematical problem-solving skills are indispensable for success in engineering. Whether you're a high school student aspiring to pursue engineering or a prospective engineering student preparing for admission exams, a strong foundation in mathematical problem solving is crucial. In this blog post, we will discuss an engineering admission course designed to help you master the art of mathematical problem solving. This course aims to equip you with the essential skills and strategies needed to tackle challenging math problems with confidence and precision.

#01: Building a Solid Mathematical Foundation:

The first step in the course is to build a strong mathematical foundation. You will review key mathematical concepts, including algebra, trigonometry, calculus, and geometry. Understanding these fundamentals is essential for solving complex engineering problems. The course will provide comprehensive lessons and practice exercises to reinforce your understanding and ensure you are well-prepared for the subsequent stages.

#02 Problem Identification and Analysis:

Engineering problems often come in the form of real-world scenarios or abstract concepts. In this course, you will learn how to identify the mathematical components within these problems. You will practice breaking down problems into manageable parts, identifying relevant variables, and defining clear objectives. By analyzing problems effectively, you will be better equipped to apply appropriate mathematical techniques.

#03 Applying Mathematical Techniques:
With a solid foundation and problem analysis skills, you will delve into various mathematical techniques commonly used in engineering problem solving. The course will cover techniques such as linear equations, systems of equations, matrices, calculus, and optimization. You will learn when and how to apply each technique and gain hands-on experience through practice problems and real-world engineering examples.

#04 Time Management and Test-Taking Strategies:

Engineering admission exams often have time constraints, requiring you to solve problems efficiently. The course will provide tips and strategies for effective time management during exams. You will learn how to prioritize and tackle problems strategically, ensuring that you make the most of the allocated time. Additionally, you will gain insights into test-taking techniques, including eliminating answer choices, identifying key information, and managing calculations under pressure.

#05 Review and Feedback:
Throughout the course, regular review sessions and assessments will be conducted to reinforce your learning and track your progress. You will have the opportunity to receive feedback from instructors, addressing any areas that may require additional focus. The course will also provide resources for self-review, including practice exams and sample problems, to help you consolidate your understanding and improve your performance.