Construct a back-to-back stem-and-leaf diagram for the winning and losing scores given in the table below. (Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.) Super Bowl Results, 1967–2011 35–10 33–14 16–7 23–7 16–13 24–3 14–7 24–7 16–6 21–17 32–14 27–10 35–31 31–19 27–10 26–21 27–17 38–9 38–16 46–10 39–20 42–10 20–16 55–10 20–19 37–24 52–17 30–13 49–26 27–17 35–21 31–24 34–19 23–16 34–7 20–17 48–21 32–29 24–21 21–10 29–17 17–14 27–23 31–17 31–25 Winning Scores vs. Losing Scores Winning Losing 5 4 3 2 1 0 What information is revealed by your diagram? A. Most of the games are won by more than 14 points. B. There are more winning scores than there are losing scores. C. Most of the winning scores are in the 20s and 30s, whereas most of the losing scores are in the teens. D. Most of the games are won by less than 14 points. E. Most of the winning scores are in the 30s and 40s, whereas most of the losing scores are in the teens and 20s.
Construct a back-to-back stem-and-leaf diagram for the winning and losing scores given in the table below. (Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.) Super Bowl Results, 1967–2011 35–10 33–14 16–7 23–7 16–13 24–3 14–7 24–7 16–6 21–17 32–14 27–10 35–31 31–19 27–10 26–21 27–17 38–9 38–16 46–10 39–20 42–10 20–16 55–10 20–19 37–24 52–17 30–13 49–26 27–17 35–21 31–24 34–19 23–16 34–7 20–17 48–21 32–29 24–21 21–10 29–17 17–14 27–23 31–17 31–25 Winning Scores vs. Losing Scores Winning Losing 5 4 3 2 1 0 What information is revealed by your diagram? A. Most of the games are won by more than 14 points. B. There are more winning scores than there are losing scores. C. Most of the winning scores are in the 20s and 30s, whereas most of the losing scores are in the teens. D. Most of the games are won by less than 14 points. E. Most of the winning scores are in the 30s and 40s, whereas most of the losing scores are in the teens and 20s.
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Construct a back-to-back stem-and-leaf diagram for the winning and losing scores given in the table below. (Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.)
Super Bowl Results, 1967–2011
35–10 | 33–14 | 16–7 | 23–7 | 16–13 |
24–3 | 14–7 | 24–7 | 16–6 | 21–17 |
32–14 | 27–10 | 35–31 | 31–19 | 27–10 |
26–21 | 27–17 | 38–9 | 38–16 | 46–10 |
39–20 | 42–10 | 20–16 | 55–10 | 20–19 |
37–24 | 52–17 | 30–13 | 49–26 | 27–17 |
35–21 | 31–24 | 34–19 | 23–16 | 34–7 |
20–17 | 48–21 | 32–29 | 24–21 | 21–10 |
29–17 | 17–14 | 27–23 | 31–17 | 31–25 |
Winning Scores vs. Losing Scores
Winning | Losing | |
---|---|---|
5 | ||
4 | ||
3 | ||
2 | ||
1 | ||
0 |
What information is revealed by your diagram?
A. Most of the games are won by more than 14 points.
B. There are more winning scores than there are losing scores.
C. Most of the winning scores are in the 20s and 30s, whereas most of the losing scores are in the teens.
D. Most of the games are won by less than 14 points.
E. Most of the winning scores are in the 30s and 40s, whereas most of the losing scores are in the teens and 20s.
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