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RS Aggarwal Class 12 Solutions Chapter-25 Product of Three Vectors

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Last updated date: 27th Mar 2024
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MVSAT 2024

Class 12 RS Aggarwal Chapter-25 Product of Three Vectors Solutions - Free PDF Download

The RS Aggarwal Solutions for Class 12 Math Chapter-25 Product of Three Vectors are provided here for the benefit of Class 12 students. All exercise questions of Math Class 12 Chapters 25 are solved and it is a great help for the students during board examination preparations and revisions. RS Aggarwal solutions have chapter-wise details which are provided to you for free in a PDF format. 


Vedantu is an Indian online tutoring platform. The courses out here are made as per the curriculum. Teachers make sure that their students don't feel any extra burden while learning. RS Aggarwal Class 12 solutions chapter 25 are provided in PDF form for free of cost. Students also get a PDF download option for all RS Aggarwal solutions that help them in preparing for board and other competitive exams. 

Competitive Exams after 12th Science

Download Product Of Three Vector Solutions

In algebra and geometry, the triple product is a product of three 3D vectors. The name "triple product" is used for two different products that are scalar-valued scalar triple product and the vector-valued vector triple product.  In chapter 25 there is a branch of vector algebra known as Vector Triple Product. In a vector triple product, we get to know about the cross-product of three vectors. 


If we do the cross-product of a vector in the company with the cross-product of the other two vectors, the amount of the vector triple product can be calculated.


Do you know about the Scalar Triple Product?

The definition for the scalar triple product can be explained as it is the dot product of one of the vectors with the cross product of the other two vectors. This is also termed as the box product or mixed product.

 

We can explain the scalar triple product geometrically

 

a. (b × c)

 

It is the volume of the parallelepiped distinct by the three vectors shown. 

 

Here, the parentheses may be omitted without causing uncertainty, since the dot product cannot be estimated first. 

 

If it were, it would leave the cross product of a scalar and a vector, which is not defined.

 

Benefits of RS Aggarwal Solutions

Here are the benefits of using these solutions:

  • There are multiple questions and solutions present in RS Aggarwal, which help students to practise more tricky questions to get better results in board examinations.

  • Referring to solutions help students to understand each and every concept properly.

  • Explanations are available in simple, detailed and straightforward language.

  • Solutions also clear all problems and topics so that there is no doubt or missing topic in the end.

  • These solutions help you to answer questions and revise the complete syllabus.

  • RS Aggarwal help you to score more marks 

  • They provide you with a balanced chronological presentation and information.


Preparation Tips For Board Examination 

Here are some tips to help you for the exams:

  • You should start your preparation by checking the syllabus and then understanding all the concepts involved in the chapter.

  • Go ahead with analyzing all the study material required for the subject, including the RS Aggarwal Solutions.

  • You should  first solve every question with the help of reference solution books so that later you can solve them without reference books.


Download RS Aggarwal Textbook Solutions for Class 12 Math from Vedantu, which are curated by master teachers. Also, revise and solve the important questions for Class 12 Math (RS Aggarwal) exam using the updated CBSE textbook solutions provided by us. 

FAQs on RS Aggarwal Class 12 Solutions Chapter-25 Product of Three Vectors

1.Following RS Aggarwal class 12 chapter 25, how to calculate the product of two vectors?

Vector is  basically an object that has a magnitude and a direction.


Mainly there are two ways to multiply vectors , the first one can be explained as the vector product and the second one as the scalar product . Vector products have great significance in astronomy and physics. The product of two vectors implies that the vector is perpendicular to each other. The result is acquired by its magnitude.


2. What do we mean by position vector as taught in RS Aggarwal class 12 chapter 25?

Position vector is a straight line having one end fixed to a body and the other end attached to a moving point. It is used to tell the actual position of the point that is relative to the body. With the change in point, the  position vector will change in length and direction. It is also known as a location vector or radius vector. There are multiple questions and solutions present in RS Aggarwal, which help students to practise more tricky questions to get better results in board examinations.