Sign up now
to enroll in courses, follow best educators, interact with the community and track your progress.
Download
Overview and Introduction to Vectors (in Hindi)
24,017 plays

More
The lesson gives you the overview of the course and introduces to the term "vectors", a term that you'll be hearing again and again in physics. Next discussion is on types of vectors and representation of a vector.

Tamanna Chaudhary is teaching live on Unacademy Plus

Tamanna Chaudhary
नमस्ते 🙏 The Newton's apple. 🍎 You're one educator away from loving Physics.📚 Follow to never miss an update.

U
Unacademy user
mam i am so weak in physics please guid me . how to do self study for neet
Jm
mam u said ' i cap represents y axis' and again said '' j cap represents y axis'', i am confused
Parth Kashyap
3 months ago
I cap represents x axis , mam said y by mistake
mam, you are so cute and you viece..
Pooja Bhaira
3 months ago
u r right
your voice is very sweet
Anil Lahri
3 months ago
but you are at so beautiful
mama app I or j ko y bole
  1. Overview of the course and introduction to vectors. BY- TAMANNA CHAUDHARY


  2. Part -L Part- Trigonometry , logarithms 8. Types ot graphs tIntroduahon to scalars and vectors 2. Representalion f a vector and ifs tipes 3. Vector addition CMaxima, Minimg I. Differential calela, 4. Vecor resoution and subtraching lo. Integral calculat. 5. Dot and Crss praduct vecbors.


  3. Scalars Veclors o) d Have maanitude, not direcHon Have magnitude an dlirecHon e.. mass eg Force . ma- Momentum -mv Volume Temperatur Spacial b) added simply b) Vecbors lau additfon c) Zero or '+'ve


  4. # Representation- A Mass . o Tsee, of Vectors vectors. Veloejty Img-! b) Negahie of a vectori ) Modulus of a vector: (Magnitdel 2.Sms"


  5. d) unit vecb Veckounit magnitude A= A e) Fixed Vector : eg. Position f) Free vector ;) Collinear vector: e-o or l%o" h) (o ;) Co-initfal vector vector planer vec:or j) Co-terminus


  6. Zero vector Zero magnitude, arbitary direction ea Paiien veter df a vector aA


  7. Q. Find the unit vector in the direction of Steps' o) Rnd the resultant - A' . 1+LJ- R b) Unit vector