Vector Algebra | Complete concepts and examples on vectors
Vector Algebra | Complete concepts and examples on vectors
Vectors are an essential 'tool' in physics and a very important part of mathematics. Generally many questions do come from this topic in competition exams. This course will be useful for the students who are appearing in class 11th , 12th and for those who are preparing for IIT JEE,NDA and MCA entrance exams. The course is useful for both beginners as well as advanced level. It covers following areas in details-
Introduction and Types of vectors
Concept of Direction cosines
Addition of vectors
Multiplication of a vector by a scalar
Unit vectors i,j,k in OX,OY,OZ directions
Concept of Position vector
Section Formula
Product of two vectors-Dot and cross products
Geometrical Interpretation of Dot Product
Geometrical Interpretation of Cross Product
Product of Three Vectors
This course will be create a strong platform for students and those who are planning for appearing in competitive tests and for studying higher Mathematics .
You will also get a good support in Q&A section . It is also planned that based on your feed back, new material/content will also be added to the course.
Each of the above topics has a great explanation of concepts followed by Solved excellent and selected examples. Hope the course will develop better understanding and boost the self confidence of the students.
Waiting for you inside the course!
So hurry up and Join now !!
Join now!!!!!
The course on Algebra of Vectors that boosts your confidence and inspires you to solve your problems with an ease.
Url: View Details
What you will learn
- Students will learn complete concepts of Vector Algebra from basics
- you will learn solution of selected questions step by step
Rating: 4.875
Level: Intermediate Level
Duration: 5 hours
Instructor: Sandeep Kumar Mathur
Courses By: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
About US
The display of third-party trademarks and trade names on this site does not necessarily indicate any affiliation or endorsement of coursescompany.com.
View Sitemap