The magnitude of the cross product is equal to the dot product between them. The angle between the two vectors is________________?

Related Mcqs:

1. The resultant of two forces of equal magnitudes is also equal to the magnitude of the forces. The angle between the two forces is________________?

   A. 30°
   B. 60°
   C. 90°
   D. 120°

2. The cross product of two vectors is a negative vector when______________?

   A. They are parallel vectors
   B. They are anti parallel vectors
   C. They are a perpendicular vector
   D. They are rotated through 270°

3. An angle between two vectors A and B can be determined by_____________?

   A. Their dot product
   B. Their cross product
   C. Head to tail rule
   D. Right-hand rule

4. Which of the following can not be the resultant of two vectors having magnitude 10N and 15N?

   A. 18N
   B. 22N
   C. 25N
   D. 30N

   Submitted by: Zahid Jagirani

5. What is the minimum number of unequal magnitude vectors required to get a null vector?

   A. Zero
   B. Two
   C. Three
   D. None

   Submitted by: Zahid Jagirani

6. Two vectors A and B are making angle θ with each other. The scalar projection of vector B on vector A is written as____________?

   A. A.B/A
   B. A.B/B
   C. A.cosθ
   D. Both a and b are correct

7. The dot product of force and velocity is__________________?

   A. power
   B. work
   C. impulse
   D. torque

8. The power is the dot product of ___________ quantities.

   A. Force and time
   B. Force and velocity
   C. Force and speed
   D. None of these

   Submitted by: Muhammad Hassan

9. The cross product i^ x j^ is equal to_______________?

   A. Zero
   B. One
   C. i^
   D. k^

10. The magnitude of i^. (j^ x k^) is________________?

    A. 0
    B. 1
    C. -1
    D. i^