In 1000 extensive sets of trials for an event of small probability, the frequency of number of x successes proved to be x: 1 3 4. 6. 7. f: 305 365 210 80 28 9. 1 Assuming it to bc a Poissonian...

In 1000 extensive sets of trials for an event of small probability, the frequency of<br>number of x successes proved to be<br>x:<br>1<br>3<br>4.<br>6.<br>7.<br>f:<br>305<br>365<br>210<br>80<br>28<br>9.<br>1<br>Assuming it to bc a Poissonian distribution, calculate the expected frequencies.<br>

Extracted text: In 1000 extensive sets of trials for an event of small probability, the frequency of number of x successes proved to be x: 1 3 4. 6. 7. f: 305 365 210 80 28 9. 1 Assuming it to bc a Poissonian distribution, calculate the expected frequencies.

Jun 11, 2022

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In 1000 extensive sets of trials for an event of small probability, the frequency of number of x successes proved to be x: 1 3 4. 6. 7. f: 305 365 210 80 28 9. 1 Assuming it to bc a Poissonian...

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