Question:
The function \( y = \log(\omega t) \) can represent
The function \( y = \log(\omega t) \) can represent
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Logarithmic functions are non-periodic and do not oscillate.
Updated On: Dec 31, 2025
- a periodic function
- a non-periodic function
- oscillatory function
- circular motion
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The Correct Option is B
Solution and Explanation
A logarithmic function like \( y = \log(\omega t) \) is monotonic, meaning it increases or decreases continuously without repeating values.
- It is not bounded
- It is not periodic (no repetition in equal intervals)
- It is not oscillatory
- Hence, it is non-periodic
- It is not periodic (no repetition in equal intervals)
- It is not oscillatory
- Hence, it is non-periodic
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