AP ECET PHYSICS Multiple Choice Questions (MCQs)
AP ECET Physics - Unit-2: Elements of Vectors - MCQs
AP ECET Physics - Unit-2: Elements of Vectors - MCQs
16. Which of the following is a scalar quantity?
- a) Force
- b) Velocity
- c) Mass
- d) Displacement
Answer: c) Mass
17. A vector quantity is defined by:
- a) Only magnitude
- b) Only direction
- c) Magnitude and direction
- d) None of the above
Answer: c) Magnitude and direction
18. What is the graphical representation of a vector?
- a) A straight line
- b) A straight line with an arrow at one end
- c) A curve
- d) A polygon
Answer: b) A straight line with an arrow at one end
19. The addition of two vectors is performed using:
- a) Parallelogram law only
- b) Triangle law only
- c) Either parallelogram law or triangle law
- d) Polygon law
Answer: c) Either parallelogram law or triangle law
20. In the parallelogram law of vectors, if two vectors are equal in magnitude and perpendicular to each other, the magnitude of the resultant vector is:
- a) Equal to the sum of the two vectors
- b) Equal to the difference of the two vectors
- c) Equal to the product of the two vectors
- d) Equal to the diagonal of the parallelogram formed by the vectors
Answer: a) Equal to the sum of the two vectors
21. Which of the following represents the result of the addition of two vectors using the polygon law?
- a) The difference of the vectors
- b) The sum of the vectors
- c) The average of the vectors
- d) The resultant vector in the direction of the largest vector
Answer: b) The sum of the vectors
22. The resolution of a vector refers to:
- a) Finding the magnitude of the vector
- b) Splitting a vector into components along perpendicular axes
- c) The direction of the vector
- d) None of the above
Answer: b) Splitting a vector into components along perpendicular axes
23. Unit vectors i, j, k represent:
- a) The direction of a vector
- b) The components of a vector along the x, y, z axes
- c) The magnitude of a vector
- d) None of the above
Answer: b) The components of a vector along the x, y, z axes
24. The dot product of two vectors results in:
- a) A scalar quantity
- b) A vector quantity
- c) A matrix
- d) None of the above
Answer: a) A scalar quantity
25. The cross product of two vectors results in:
- a) A scalar quantity
- b) A vector quantity
- c) A matrix
- d) A complex number
Answer: b) A vector quantity
26. The dot product of two vectors A and B, \( A \cdot B \), is given by:
- a) \( |A| |B| \sin \theta \)
- b) \( |A| |B| \cos \theta \)
- c) \( |A| |B| \)
- d) \( |A| + |B| \)
Answer: b) \( |A| |B| \cos \theta \)
27. The cross product of two vectors A and B, \( A \times B \), is given by:
- a) \( |A| |B| \sin \theta \)
- b) \( |A| |B| \cos \theta \)
- c) \( |A| |B| \)
- d) \( |A| + |B| \)
Answer: a) \( |A| |B| \sin \theta \)
28. The result of a dot product of two parallel vectors is:
- a) Zero
- b) A negative scalar
- c) A positive scalar
- d) A vector
Answer: c) A positive scalar
29. Which of the following is true for the cross product of two parallel vectors?
- a) The result is zero
- b) The result is a vector perpendicular to both vectors
- c) The result is a scalar
- d) None of the above
Answer: a) The result is zero
30. The magnitude of the cross product of two vectors A and B, \( |A \times B| \), is maximum when the angle between them is:
- a) 0°
- b) 90°
- c) 180°
- d) 45°
Answer: b) 90°
 
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