Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev

DC Pandey (Questions & Solutions) of Physics: NEET

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NEET : Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev

The document Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is a part of the NEET Course DC Pandey (Questions & Solutions) of Physics: NEET.
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Ques 31: Which one is a vector quantity?
(a) Time
(b) Temperature
(c) Flux density
(d) Magnetic field intensity

Sol: Magnetic field intensity.
Option (d) is correct.

Ques 32: Given that P = 12,Q = 5 and R =13 also Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev then the angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev will be
(a) π 
(b) π/2
(c) zero
(d) π/4
Ans: π/2
Sol:
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
∴ Angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (b) is correct.

Ques 33: The forces, which meet at one point but their lines of action do not lie in one plane, are called 
(a) non-coplanar non-concurrent forces 
(b) non-coplanar concurrent forces 
(c) coplanar concurrent forces 
(d) coplanar non-concurrent forces
Ans: non-coplanar concurrent forces

Ques 34: Given that Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev Two out of the three vectors are equal in magnitude. The magnitude of the third vector is √2 times that of the other two. Which of the following can be the angles between these vectors? 
(a) 90°, 135°, 135° 
(b) 45°, 45°, 90° 
(c) 30°, 60°, 90° 
(d) 45°, 90°, 135°
Ans: 90°, 135°, 135°
Sol:
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev …(i) 
Let Q2 = P2 and R = P√2
Thus, Eq. (i) takes the form
P2 + P2 + 2PQcos θ = 2P2 
or 2PQcos θ = 0
or cosθ = 0
or  θ = 90°
∴ Angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or P2 + R2 + 2PR cos φ = Q2
or 2PR cos φ = Q2 - P2 - R2
or   2PR cos φ = - R2
or   2P cos φ = - R
or    2P cos φ = - P√2
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
∴ φ = 135°

∴  Angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (a) is correct.

Ques 35: The angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(a) 90° 

(b) between 0° and 180°
(c) 180° only
(d) None of these

Ans: between 0° and 180°
Sol: Angle (φ) between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Angle φ between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
This implies that angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev and Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev will vary from 0 to π.
Option (b) is correct

Ques 36: Two vectors of equal magnitude have a resultant equal to either of them, then the angle between them will be 
(a) 30° 
(b) 120° 
(c) 60° 
(d) 45°
Ans: 120°
Sol: R2 = P2 + Q2 + 2PQcosθ
for R = P = Q
P2 = P2 + P2 + 2PPcos θ
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or    θ = 120°
Option (b) is correct.

Ques 37: A forceUnit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev newton acts on a body and displaces it by Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRevmetre. The work done by the force is 
(a) 5 J 
(b) 25 J 
(c) 10 J 
(d) 30 J
Ans: 25 J
Sol:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
= 25 J
Option (b) is correct.

Ques 38: If the vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev are perpendicular to each other then the positive value of a is 
(a) zero 
(b) 1 
(c) 2 
(d) 3
Ans: 3
Sol:
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Other value is - ive.
Option (d) is correct.

Ques 39: The angles which the vector Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev makes with the co-ordinate axes are
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(d) none of the above
Ans: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol: If a vector makes angles α, β and γ with the co-ordinate axes, then
cos2 α + cos2 β + cos2 γ = 1
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
∴ Option (a) is correct.

Ques 40: Unit vector parallel to the resultant of vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(d) None of these
Ans: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev and Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (b) is correct.

Ques 41: The value of n so that vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev may be coplanar, will be 
(a) 18 
(b) 28 
(c) 9 
(d) 36
Ans: 18
Sol: 
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
∴ Vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev will be coplanar if their scalar triple product is zero i.e.,

Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or 65 - 4n + 7 = 0
or  n = 18
Option (a) is correct.

Ques 42: Which one of the following statement is false? 
(a) A vector has only magnitude, whereas a scalar has both magnitude and direction 
(b) Distance is a scalar quantity but displacement is a vector quantity 
(c) Momentum, force, torque are vector quantities 
(d) Mass, speed and energy are scalar quantities
Ans: A vector has only magnitude, whereas a scalar has both magnitude and direction

Ques 43:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev are two vectors then the value of Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Ans:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (a) is correct.

Ques 44: The angle between the two vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(a) 60° 
(b) 0° 
(c) 90° 
(d) None of these
Ans: 90°
Sol: 
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
= 0
⇒ θ = 90°
Option (c) is correct.

Ques 45: Maximum and minimum values of the resultant of two forces acting at a point are 7 N and 3 N respectively. The smaller force will be equal to 
(a) 5 N 
(b) 4 N 
(c) 2 N 
(d) 1 N
Ans: 2 N
Sol: A + B = 7
A - B = 3
∴ B = 2 N
Option (c) is correct.

Ques 46: The component of vector Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev along the vectorUnit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(a) 5/√2
(b) 10/√2
(c) 5 √2
(d) 5
Ans: 5/√2
Sol: Angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
and  Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Component of  Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (a) is correct.

Ques 47: The resultant of two forces 3P and 2P is R. If the first force is doubled then the resultant is also doubled. The angle between the two forces is 
(a) 60° 
(b) 120° 
(c) 70° 
(d) 180°
Ans: 120°
Sol: 
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (b) is correct.

Ques 48: The resultant of two forces, one double the other in magnitude, is perpendicular to the smaller of the two forces. The angle between the two forces is 
(a) 120° 
(b) 60° 
(c) 90° 
(d) 150°
Ans: 120°
Sol:  
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
As   θ = 90°, tan α = ∞
∴ P + Q cos α  = 0
i.e., Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
∴ α = 120°
Option (a) is correct.

Ques 49: Three vectors satisfy the relation Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is parallel to
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Ans:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol: 

Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev …(i)
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev …(ii)
From Eq. (i) and Eq. (ii), we conclude that Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is perpendicular to the plane containing 

Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
This implies that Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is perpendicular to Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (c) is correct.

Ques 50: The sum of two forces at a point is 16 N. If their resultant is normal to the smaller force and has a magnitude of 8 N. Then two forces are 
(a) 6N, 10N 
(b) 8 N, 8 N 
(c) 4 N, 12N 
(d) 2 N, 14N
Ans: 6N, 10N
Sol:  P2 + Q2 + 2PQ cos α = R2 
or P2 + Q2 + 2PQ cos α = 82
or P2 + Q2 + 2PQ + 2PQ cos α - 2PQ = 64
or (P + Q)2 + 2 PQ (cos α - 1) = 64
or   (16)2 + 2 PQ (cos α - 1) = 64
or   2 PQ (cos α - 1) = - 192
or   PQ cos α - PQ = - 96 …(i)

Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(as θ = 90°)
∴ P + Q cos α = 0
Qcos α = -P …(ii)
Using Eq. (ii) and Eq. (i),
P (- P) - PQ = - 96

or - P (P + Q) = - 96
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
P = + 6 N
∴ Q = 10 N
Option (a) is correct.

Ques 51:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev then the value of Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(a) (A2 + B2 + AB)1/2
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(c) (A + B)
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol:  
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
⇒ tan θ = √3
⇒ θ = 60°
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
= A2 + B2 + 2AB cos 60°
= A2 + B2 + AB
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev

Ques 52: If the angle between the vectorsUnit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev the value o f the product Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRevis equal to
(a) BA2 cos θ
(b) BA2 sin θ
(c) BA2 sin θ cos θ
(d) zero

Ans: zero
Sol:Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is perpendicular to both Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (d) is correct.

Ques 53: If a vector Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is perpendicular to the vector Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev then the value of α is
(a) -1 
(b) 1/2
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
(d) 1
Ans: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
⇒ - 8 + 12 + 8a = 0
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (c) is correct.

Ques 54: Minimum number of vectors of unequal magnitudes which can give zero resultant are 
(a) two 
(b) three 
(c) four 
(d) more than four
Sol: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev

Ques 55: The (x, y, z) co-ordinates of two points A and B are given respectively as (0 , 3 , - 1) and (- 2, 6, 4). The displacement vector from A to B is given by
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Ans: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Sol: Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Option (c) is correct.

Ques 56: The sum of two vectors Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev is at right angles to their difference. Then 
(a) A = B 
(b) A = 2B
(c) B = 2A
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev have the same direction
Ans: A = B
Sol: Using answer to questions no. 35, as angle between Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
A2 + B2 cos 2θ = 0
or  A2 = - B2 cos 2θ
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or  A2 = - B2 cos π
or   A2 = B2
⇒ A = B
Option (a) is correct.

Match the Columns

Ques 1: Column-I shows some vector equations. Match coloumn I with the value of angle between A and B given in column II.

Column I
Column II
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev(p) zero
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev(q) π/2
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev(r) π/4
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev(s) 3π/4

Sol:
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Thus, (a) → (r) (s).

Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev (given)
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or sin θ = - sin θ
or   2 sin θ = 0
⇒ θ = 0 rad
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or  Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
or Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev
Unit & Dimensions Vectors(Part- 2) - Physics, Solution by DC Pandey NEET Notes | EduRev

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