1. The number of late bus arrivals per day at a particular stop is believed to have a Binomial distribution. Binomially distributed, with n- 20, known p -.05, testing at a -5%. Determine whether late...

1.<br>The number of late bus arrivals per day at a particular stop is believed<br>to have a Binomial distribution.<br>Binomially distributed, with n- 20, known p -.05, testing at a -5%.<br>Determine whether late arrivals are<br>Possible<br>Actual<br>Number<br>Number of<br>of Late<br>Arrivals<br>Expected<br>Frequency<br>te<br>Late<br>P(X)<br>Arrivale<br>0.<br>16<br>24<br>24<br>24<br>10<br>9.<br>12<br>1110<br>Ho:<br>На:<br>Decision Rule:<br>Decision:<br>Conclusion:<br>

Extracted text: 1. The number of late bus arrivals per day at a particular stop is believed to have a Binomial distribution. Binomially distributed, with n- 20, known p -.05, testing at a -5%. Determine whether late arrivals are Possible Actual Number Number of of Late Arrivals Expected Frequency te Late P(X) Arrivale 0. 16 24 24 24 10 9. 12 1110 Ho: На: Decision Rule: Decision: Conclusion:

Jun 07, 2022

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1. The number of late bus arrivals per day at a particular stop is believed to have a Binomial distribution. Binomially distributed, with n- 20, known p -.05, testing at a -5%. Determine whether late...

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