(6) letters और (6) envelopes में कोई letter सही envelope में न जाए, तो count कौन-सी है?
For (6) letters and (6) envelopes, if no letter goes into its correct envelope, which count is correct?
Explanation opens after your attempt
A. \(D_6=265\)
Concept
This is a derangement of (6) objects and \(D_6=265\). In exams treat letter-envelope mismatch as derangement.
Why this answer is correct
The correct answer is A. \(D_6=265\). This is a derangement of (6) objects and \(D_6=265\). In exams treat letter-envelope mismatch as derangement.
Exam Tip
यह (6) objects का derangement है और \(D_6=265\) होता है। परीक्षा में letters-envelope mismatch को derangement समझें।
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