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if lambda is the incident wavelength and lambda 0
Question:
If \( \lambda \) is the incident wavelength and \( \lambda_0 \) is the threshold wavelength for a metal surface, photoelectric effect takes place only if:
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Shorter wavelength (higher frequency) is needed for photoelectric emission.
MET - 2020
MET
Updated On:
Apr 16, 2026
\( \lambda \le \lambda_0 \)
\( \lambda \ge \lambda_0 \)
\( \lambda \ge 2\lambda_0 \)
None of these
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The Correct Option is
A
Solution and Explanation
Concept:
Photoelectric effect condition: \[ \nu \ge \nu_0 \] Since \( \nu = \frac{c}{\lambda} \), this implies: \[ \lambda \le \lambda_0 \]
Step 1:
Relation between wavelength and frequency.
Higher frequency \(\Rightarrow\) lower wavelength.
Step 2:
Conclusion.
\[ \therefore \lambda \le \lambda_0 \]
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