Question

1. Suppose in a six-team league, the winning percentages were as follows at the end of the season: Team A, 75% ; Team B, 60%; Team C, 50%; Team D, 50%, Team E, 40%, and Team F, 25%. 1. Compute the standard deviation of win percentage based on the formulas in the textbook. 2. Then suppose each team plays a 60-game schedule. Compute the "ideal" benchmark standard deviation of winning percentage based on equal playing strength. 3. Compute the Noll-Scully ratio.

          1. Suppose in a six-team league, the winning percentages were as follows at the end of the season: Team A, 75% ; Team B, 60%; Team C, 50%; Team D, 50%, Team E, 40%, and Team F, 25%.

1. Compute the standard deviation of win percentage based on the formulas in the textbook.

2. Then suppose each team plays a 60-game schedule. Compute the "ideal" benchmark standard deviation of winning percentage based on equal playing strength.

3. Compute the Noll-Scully ratio.

1. Suppose in a six-team league, the winning percentages were as follows at the end of the season: Team A, 75% ; Team B, 60%; Team C, 50%; Team D, 50%, Team E, 40%, and Team F, 25%.

1. Compute the standard deviation of win percentage based on the formulas in the textbook.

2. Then suppose each team plays a 60-game schedule. Compute the "ideal" benchmark standard deviation of winning percentage based on equal playing strength.

3. Compute the Noll-Scully ratio.

Added by Josefa G.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

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Suppose in a six-team league, the winning percentages were as follows at the end of the season: Team A, 75%; Team B, 60%; Team C, 50%; Team D, 50%; Team E, 40%; and Team F, 25%. Compute the standard deviation of win percentage based on the formulas in the textbook. Then suppose each team plays a 60-game schedule. Compute the "ideal" benchmark standard deviation of winning percentage based on equal playing strength. Compute the Noll-Scully ratio.