Home
Class 12
PHYSICS
Find out the magnitude of the orthogonal...

Find out the magnitude of the orthogonal components of a displacement vector in space .

Answer

Step by step text solution for Find out the magnitude of the orthogonal components of a displacement vector in space . by PHYSICS experts to help you in doubts & scoring excellent marks in Class 12 exams.

Doubtnut Promotions Banner Mobile Dark
|

Topper's Solved these Questions

  • THERMODYNAMICS

    MBD PUBLICATION|Exercise QUESTION BANK|338 Videos
  • WAVE OPTICS

    MBD PUBLICATION|Exercise QUESTION BANK|218 Videos

Similar Questions

Explore conceptually related problems

Find the magnitude of the vector PQ, its scalar components and the component vectors along the coordinate axes, if P and Q have the coordinates. P(-1, -3), Q(1, 2)

Find the magnitude of the vector PQ, its scalar components and the component vectors along the coordinate axes, if P and Q have the coordinates. P(-1, -2), Q(-5, -6)

Knowledge Check

  • If vec A and vec B are two vectors given by vec A = 2 hati +3 hat j and vec B = hati + hat j . The magnitude of the component of vec A along vec B is

    A
    `5/sqrt 2`
    B
    `3/ sqrt2`
    C
    `7 sqrt 2`
    D
    `1/ sqrt 2`
  • A vector vecA of magnitude 5sqrt3 units, another vector vecB of magnitude of 10 units are inclined to each other at an angle of 30^@ . The magnitude of the vector product of the two vectors is

    A
    `5sqrt3 units`
    B
    10 units
    C
    `25sqrt3 units`
    D
    75 units
  • Similar Questions

    Explore conceptually related problems

    Find the magnitude of the vector PQ, its scalar components and the component vectors along the coordinate axes, if P and Q have the coordinates. P(1, 4, -3), Q(2, -2, -1)

    Find the magnitude of the vector vec(PQ) , its scalar components and the component vectors along the co-ordinate axes, if P and Q have the co-ordinates P(-1,30, Q(1,2)

    Find the magnitude of the vector vec(PQ) , its scalar components and the component vectors along the co-ordinate axes, if P and Q have the co-ordinates P(1,4,-), Q(2,-2,-1)

    Find the magnitude of the vector vec(PQ) , its scalar components and the component vectors along the co-ordinate axes, if P and Q have the co-ordinates P(-1,-2), Q(-5,-6)

    Magnitude of cross product of two antiparallel vectors is _____.

    The rectangular components of two equal vectors must be equal to each other .