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Abhishek Dass

In this course, Abhishek Dass discusses the measurement and dimensional analysis. This course shows the relation among various terms like the error, least count, significant figures etc attached with it. The highlight of this course is the use of actual instruments and actual experiments.

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

English

Measurement and Dimensional Analysis by Experiment

Physics

JEE (Joint Entrance Examination) Preparation

Experimental Physics

Basics & Laboratory

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

This lesson gives the overview of the whole course, makes you familiar with the instruments we will use and discuss about the least count by simple observation.

Overview of the Course

In the previous lesson we discuss how to find the least count of any instrument just by observation.

In this lesson I gave a detailed formula for each important instrument to find our their least count.

Least Count by Formula

In this lesson you will know about the accuracy and precision of the measurements.

I also discussed errors and type of errors associated with the measured values.

Accuracy, Precision and Error

This lesson deals with the formulaes of error analysis when the quantities are expressed as sum,difference,product or quotient.

Error Analysis Formulas

This lesson deals with the concept of significant figures.

Significant Figures

This lesson deals with the need of dimensional analysis and how to find to dimensional formula of  any given physical quantity.

Dimensional Analysis

This lesson deals with the uses of dimensional analysis like how to convert ,to check and to frame eqautions.

Dimensional Analysis and its Uses

18 years experience, mentored more than 500 ranks under 1000 including AIR: 21, 87, 273,381) | FIITJEE (Delhi), Narayana, VMC | IIT, Mandi

Pankaj Singh

This course explains the concepts and applications of Error analysis. Very important for JEE .

(Hindi) Error Analysis : IIT JEE

(HINDI) Measurement and Dimensional Analysis by Experiments

B.tech (Electrical Engineering), Govt. Engineering College, Bikaner.
"Managing Director" & Sr. Physics Faculty at "I'M Foundation Edu Ins."


Er Himanshu Karn

This course will cover all the 10 Physics practicals in the Section -A as directed by CBSE Board for Class 12 students.
These practical is related to electrostatic and magnetism only.

(Hindi) Physics Practicals (Section A): IIT JEE

Physics faculty at Vidyamandir classes, Anand Vihar for the past two years. I went to IIT Delhi to pursue Civil engineering.

Jitin Gupta

In this course we will talk about:
Accuracy
Precision
Types of errors
Least count error
Significant Digits
Combination of errors

In this course you will learn how to report your observations from an experiment or analysis after minimizing errors and convey the uncertainty in your final reported value.

(Hindi) Measurement and Errors: IIT JEE

Welcome to Any Time Padhai academy! 
Awesome content for JEE & NEET |
Founded by Vineet Khatri Sir | 33 mn views & 3.5 lac students 

Any Time Padhai Academy

Error analysis chapter is one the most neglected chapters, but the most scoring one.
This course will provide the methods for approaching questions in the least possible time.

Error Analysis - IIT JEE Mains 2019 Special

#Gate Ranker # Mtech from JEC Jabalpur. use code " MACHINE20" to attend my Classes. I don't teach "I simply explain the topic."

Ravendra Yadav

In this crash course, we will be discussing all the topics and concepts for Electrical Measurement required and very important for all JEE exams held all over India in the branch of Electrical Engineering.

Lessons

7 lessons • 55m

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Overview of the Course

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Least Count by Formula

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Accuracy, Precision and Error

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Error Analysis Formulas

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Significant Figures

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Dimensional Analysis

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Dimensional Analysis and its Uses