CBSE 2012 Vector Problem & Solution

CBSE 2012 Vector Problem

Solution

\displaystyle \vec{\beta }={{\vec{\beta }}_{1}}+{{\vec{\beta }}_{2}} where \displaystyle {{\vec{\beta }}_{1}} and \displaystyle {{\vec{\beta }}_{2}} have to be found out.

Let, \displaystyle {\vec{\beta }}_{1}=\lambda \vec{\alpha } \displaystyle \because \alpha \parallel {{\beta }_{1}} where \displaystyle \lambda has to be found out.

CBSE 2012 Vector Problem Solution

Manish Verma on FacebookManish Verma on TwitterManish Verma on Youtube
Manish Verma
Technocrat by Qualification, Philosopher at Heart.

Astrology Courses, Vedanta Courses, Vedic Astrologer, Vastu Consultant, IIT-JEE Coach, Lead Guitarist & Singer.

Vedic Astrologer
Vastu Consultant
Astrology Courses
Vedanta Course
IIT-JEE Courses
Learn Electric Guitar

Leave a Reply

Your email address will not be published. Required fields are marked *