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Suppose the IQ Scores (Rounded to the Nearest 10) for a Group

Question 102

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Suppose the IQ scores (rounded to the nearest 10) for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​
Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90.


A) Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90. The model predicts that the maximum number of people have an IQ score of approximately 96.
B) Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90. The model predicts that the maximum number of people have an IQ score of approximately 90.
C) Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90. The model predicts that the maximum number of people have an IQ score of approximately 90.
D) Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90. The model predicts that the maximum number of people have an IQ score of approximately 96.
E) Suppose the IQ scores (rounded to the nearest 10)  for a group of people are summarized in the table below. Find the quadratic function that best fits the data, using x as the IQ score and y as the number of people in the group with that IQ score. Use a graphing utility to estimate the IQ score of the maximum number of individuals according to the model. Round your final answer to 2 decimal places. ​   A)    The model predicts that the maximum number of people have an IQ score of approximately 96. B)    The model predicts that the maximum number of people have an IQ score of approximately 90. C)    The model predicts that the maximum number of people have an IQ score of approximately 90. D)    The model predicts that the maximum number of people have an IQ score of approximately 96. E)    The model predicts that the maximum number of people have an IQ score of approximately 90. The model predicts that the maximum number of people have an IQ score of approximately 90.

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