Given P= 3i - 4j . Which of the following is perpendicular to P

preview_player
Показать описание

  1. Sigma Physics Classes
Рекомендации по теме
Given P= 3i 0:01:05

Given P= 3i - 4j . Which of the following is perpendicular to P

Three vectors are 0:04:05

Three vectors are given as P=3i-4j Q= 6i-8j and R= , then which of the following is correct?

A particle is 0:03:28

A particle is acted upon by constant forces 4i+j-3k and 3i+just-k which displace it from a point ?

How to find 0:05:44

How to find the Angle between Vectors

Unit Vector perpendicular 0:06:59

Unit Vector perpendicular to given Vectors

Given A = 0:01:51

Given A = 3i+4j and B= 6i+8j, then which of the following option is correct?

2. Find the 0:03:24

2. Find the cross product of A=-2i+3j-4k and B = 3i-4j+5k. Class XI Physics; #Crossproduct

Magnitude of the 0:01:29

Magnitude of the Vector v = -2i + 3j + 4k

How to find 0:03:51

How to find the unit vector perpendicular to vector a and vector b best example

Find the unit 0:02:30

Find the unit vector along the vector 3i + 4j - 5k

P=3𝑖 +4𝑗 −7𝑘 0:02:27

P=3𝑖 +4𝑗 −7𝑘 Q=−2𝑖 +3𝑗 +6𝑘 R=2𝑖 +3𝑗 −3𝑘 S=3𝑖 −4𝑗 +4𝑘

Cross product in1 0:01:01

Cross product in1 minute #vector #math #speed #youtube #shorts #1minutevideo #viral #like #subscribe

Find the unit 0:03:55

Find the unit vector perpendicular to each of the vectors a=4i+3j+k and|Vector algebra|12|CBSE|BOARD

How to find 0:01:36

How to find value of λ easily & if the vectors are perpendicular best example (PART-5)

Find the component 0:08:54

Find the component of a vector A= 3i+ 4j along the direction of 2i - 3j #neet2023 #class11physics

VECTORS\PROVE THAT THE 0:06:22

VECTORS\PROVE THAT THE GIVEN VECTORS i-2j+3k, -2i+3j-4k, i-3j+5k ARE COPLANAR VECTORS

Easily explained two 0:01:40

Easily explained two vectors are perpendicular to each other GOOD example (PART-7)

𝑎 ⃗=2𝑖 ̂ 0:01:09

𝑎 ⃗=2𝑖 ̂ + 4𝑗 ̂, Find angle of 𝑎 ⃗ with x-axis

Calculate the work 0:05:22

Calculate the work done by force F specified by F=3i+4j+5k in displacing a body from position B to A

The angle between 0:02:17

The angle between the two vectors A=3 i+4 j+5 k and B=3 i+4 j-5 k will be (a) 90 (b) 180 (c) zero

Find the scalar 0:06:16

Find the scalar and vector products of two vectors, a = (3i-4j+5k) and b=(-2i+j‐3k)

If a force 0:01:40

If a force F=3i+4j-2k acts on a particle having position vector 2i+j+2k then the torque about origin

If a=2i+j+3k and 0:02:45

If a=2i+j+3k and b=3i+5j-2k then find |axb||Vector algebra|class 12|CBSE|BOARD|NCERT|Term 2

If α is 0:00:38

If α is the angle between two vectors p=3i+4j-k and q=