1. Calculate confidence intervals at the 95% level using the Penn State football championship voting 80/20 split examples on Page 2 and use samples

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September 9, 2020
One of the leading TV producers has estimated the following demand equation after analyzing 32 regional markets: Q = + 25,000 – 50 P + 25 A + 20 -…
September 9, 2020

1. Calculate confidence intervals at the 95% level using the Penn State football championship voting 80/20 split examples on Page 2 and use samples

1. Calculate confidence intervals at the 95% level using the Penn State football championship voting 80/20 split examples on Page 2 and use samples of 50, 500, 2000, and 5000 to see the point of diminishing returns for yourself.

2. Calculate confidence intervals around the P and Q percentages using the following sample data:

  1. P = 75% , Q = 25% n= 678 @ 95% level of confidence
  2. P = 75%, Q = 25% n= 35 @ 95% level of confidence
  3. P = 52%, Q = 48% n= 678 @ 99% level of confidence

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The post 1. Calculate confidence intervals at the 95% level using the Penn State football championship voting 80/20 split examples on Page 2 and use samples first appeared on Submit Your Homeworks.


1. Calculate confidence intervals at the 95% level using the Penn State football championship voting 80/20 split examples on Page 2 and use samples was first posted on September 9, 2020 at 11:44 pm.
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