(a)
To find the Standard Deviation of Rookie Season.
(a)
Answer to Problem 24E
Standard Deviation = z
Explanation of Solution
Given information:
Formula Used: Standard Deviation =
Calculation:
Now, in Ascending Order
- Mean
Mean =
So,
Mean =
Now,
Mean =
Hence,
Mean
- Standard Deviation
and
Mean
So,
Now,
So,
Standard Deviation =
Now,
Standard Deviation =
So,
Standard Deviation =
Now,
Standard Deviation =
Hence,
Standard Deviation =
(b)
To find the Standard Deviation of This Season.
(b)
Answer to Problem 24E
Standard Deviation =
Explanation of Solution
Given information:
Formula Used: Standard Deviation =
Calculation:
Now, in Ascending Order
- Mean
Mean =
So,
Mean =
Now,
Mean =
Hence,
Mean
- Standard Deviation
and
Mean
So,
Now,
So,
Standard Deviation =
Now,
Standard Deviation =
So,
Standard Deviation =
Now,
Standard Deviation =
Hence,
Standard Deviation =
(c)
Compare the Standard Deviation of Rookie Seasonand This Season.
(c)
Answer to Problem 24E
Standard Deviation of Rookie Season < Standard Deviation of This Season
Explanation of Solution
Given information: Standard Deviation of Rookie Season =
Formula Used: Compatibility
Calculation:
Standard Deviation of Rookie Season =
Hence, compare
Standard Deviation of Rookie Season< Standard Deviation of This Season
Chapter 11 Solutions
BIG IDEAS MATH Integrated Math 1: Student Edition 2016
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