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In Physics / High School | 2025-07-07

The following are scalar quantities except:
(a) Temperature
(b) Time

Asked by aliyyaaowoo55

Answer (2)

Both temperature and time are scalar quantities, possessing magnitude but no direction. The question asks for the option that is NOT a scalar quantity. Since both given options are scalar quantities, there must be an error in the question or a missing option. Without additional information, a definitive answer cannot be provided.
Explanation

Identifying Scalar Quantities A scalar quantity is a physical quantity that has magnitude but no direction. Temperature is a scalar quantity because it is defined by its magnitude (e.g., 25 degrees Celsius) and does not have a direction. Time is also a scalar quantity because it is defined by its magnitude (e.g., 5 seconds) and does not have a direction. Since the question asks for the option that is NOT a scalar quantity, and both given options are scalar quantities, there must be an unlisted option that is a vector quantity. Assuming there was a third option that is a vector quantity, we would select that one. Since we don't have that option, we must assume there is an error in the question.

Conclusion Since both temperature and time are scalar quantities, and the question asks for an exception, we must assume there is an error or a missing option in the question. Without additional options, we cannot definitively answer which is NOT a scalar quantity.


Examples
Understanding scalar quantities is crucial in many real-world applications. For instance, when monitoring the weather, temperature readings help us understand how hot or cold it is, without needing to know a direction. Similarly, when timing a race, the duration (time) tells us how long it took to complete, irrespective of direction. These scalar measurements are fundamental in everyday life and scientific analysis.

Answered by GinnyAnswer | 2025-07-07

Both options, temperature and time, are scalar quantities, meaning neither qualifies as the exception in the question. The question may contain an error or omission as both are correctly defined as scalars. A possible solution would be to include a vector quantity, as none of the provided options fulfill that role.
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Answered by Anonymous | 2025-07-11