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Which of the following best describes scalar quantity?
Which of the following best describes scalar quantity?
- It only exists in one-dimensional space
- It is always a positive value
- It has both magnitude and direction
- It has only magnitude and no direction (correct)
What distinguishes vector quantity from scalar quantity?
What distinguishes vector quantity from scalar quantity?
- It is only applicable in physics
- It does not follow the laws of motion
- It is always a larger value
- It has both magnitude and direction (correct)
Why is it important to consider both magnitude and direction in vector quantities?
Why is it important to consider both magnitude and direction in vector quantities?
- To accurately represent physical quantities in various dimensions (correct)
- To simplify mathematical calculations
- To ensure compatibility with scalar quantities
- To make the quantity positive
Which of the following best describes scalar quantity?
Which of the following best describes scalar quantity?
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What distinguishes vector quantity from scalar quantity?
What distinguishes vector quantity from scalar quantity?
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Why is it important to consider both magnitude and direction in vector quantities?
Why is it important to consider both magnitude and direction in vector quantities?
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