Which of the following will result in a quantity with no direction?Group of answer choicesDot product of 2 vectorsCross product of 2 vectorsResultant of 2 vectorsEquilibrant of 2 vectors
Question
Which of the following will result in a quantity with no direction?Group of answer choicesDot product of 2 vectorsCross product of 2 vectorsResultant of 2 vectorsEquilibrant of 2 vectors
Solution 1
The dot product of two vectors will result in a quantity with no direction. This is because the dot product of two vectors is a scalar quantity, meaning it only has magnitude and no direction. On the other hand, the cross product, resultant, and equilibrant of two vectors are all vector quantities, meaning they have both magnitude and direction.
Solution 2
The dot product of two vectors will result in a quantity with no direction. This is because the dot product of two vectors is a scalar quantity, meaning it only has magnitude and no direction. On the other hand, the cross product, resultant, and equilibrant of two vectors are all vector quantities, meaning they have both magnitude and direction.
Similar Questions
If the dot product of two vectors A and B is negative, what does this indicate?Group of answer choicesThe vectors have opposite directionsThe vectors have zero magnitudeThe vectors are perpendicularThe vectors have the same direction
The cross product of two vectors A and B is another vectorGroup of answer choicesTrueFalse
Which of the following describes two vectors having zero degrees as the angle between them?Group of answer choicesCoinciding vectorsOpposite vectorsPerpendicular vectorsAnti-parallel vectors
If you have two vectors A and B, and A · B = 0, what can you conclude about the vectors?Group of answer choicesThey are perpendicular to each otherThey have the same magnitudeThey are parallel to each other.They have the same direction
Which of the following is NOT TRUE about negative vectors?Group of answer choicesThey are anti-parallel vectors.They have the same magnitude and opposite directions.They have the same magnitude with directions perpendicular with each other.They are not equal vectors.
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