Law of Large Numbers A certain professional basket-ball player typically makes 80% of his basket attempts, which is considered to be good. Suppose you go to several games at which this player plays. Sometimes the player attempts only a few baskets, say, 10. Other times, he attempts about 60. On which of those nights is the player most likely to have a “bad” night, in which he makes much fewer than 80% of his baskets?
Law of Large Numbers A certain professional basket-ball player typically makes 80% of his basket attempts, which is considered to be good. Suppose you go to several games at which this player plays. Sometimes the player attempts only a few baskets, say, 10. Other times, he attempts about 60. On which of those nights is the player most likely to have a “bad” night, in which he makes much fewer than 80% of his baskets?
Solution Summary: The author explains that a professional basketball player typically makes 80% of his basket attempts, which is considered to be good. However, the proportion of making attempts may vary depending on the sample size.
Law of Large Numbers A certain professional basket-ball player typically makes 80% of his basket attempts, which is considered to be good. Suppose you go to several games at which this player plays. Sometimes the player attempts only a few baskets, say, 10. Other times, he attempts about 60. On which of those nights is the player most likely to have a “bad” night, in which he makes much fewer than 80% of his baskets?
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Part (b)
Draw a scatter plot of the ordered pairs.
N
Life
Expectancy
Life
Expectancy
80
70
600
50
40
30
20
10
Year of
1950
1970 1990
2010 Birth
O
Life
Expectancy
Part (c)
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70
60
50
40
30
20
10
1950
1970 1990
W
ALT
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Year of
2010 Birth
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80
70
60
50
40
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Year of
1950 1970 1990
2010 Birth
Life
Expectancy
Ox
800
70
60
50
40
30
20
10
Year of
1950 1970 1990 2010 Birth
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