The table gives tournament results for 20 players in men's professional tennis in a particular year. Name Country Rank Points...
GMAT Table Analysis : (TA) Questions
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The table gives tournament results for 20 players in men's professional tennis in a particular year.
Name
Country
Rank
Points
Tournaments
Matches
Wins
Losses
Percent
Berdych
CZE
20
1,655
28
57
33
24
57.9
Cilic
CRO
14
2,430
23
65
45
20
69.2
Davydenko
RUS
6
4,930
26
75
57
18
76.0
Del Potro
ARG
5
6,785
22
65
49
16
75.4
Djokovic
SRB
3
8,310
23
95
78
17
82.1
Federer
SUI
1
10,550
19
71
59
12
83.1
Ferrer
ESP
17
1,870
26
62
39
23
62.9
Gonzalez
CHI
11
2,870
18
56
40
16
71.4
Haas
GER
18
1,855
19
48
31
17
64.6
Monfils
FRA
13
2,610
24
60
42
18
70.0
Murray
GBR
4
7,030
19
75
64
11
85.3
Nadal
ESP
2
9,205
19
76
62
14
81.6
Robredo
ESP
16
2,175
27
70
46
24
65.7
Roddick
USA
7
4,410
20
61
46
15
75.4
Simon
FRA
15
2,275
27
69
45
24
65.2
Soderling
SWE
8
3,410
27
65
44
21
67.7
Stepanek
CZE
12
2,625
23
63
44
19
69.8
Tsonga
FRA
10
2,875
26
66
47
19
71.2
Verdasco
ESP
9
3,300
22
75
51
24
68.0
Youzhny
RUS
19
1,690
31
68
41
27
60.3
For each of the following statements select True if the table indicates it is true about the listed players in the year in question. Otherwise, select False.
A
True
False
The country with the greatest number of players in the table is Spain (denoted ESP in the table).
B
True
False
The range of the number of matches is equal to the range of the number of wins.
C
True
False
The average number of matches Berdych played per tournament in the year in question was greater than the average number of matches Stepanek played per tournament.
Solution
Statement 1: Spain has the greatest number of players
Sorting by COUNTRY column to group players by nationality:
ESP (Spain): 4 players
FRA (France): 3 players
RUS (Russia): 2 players
CZE (Czech Republic): 2 players
Other countries: 1 player each
Spain has 4 players, which is more than any other country. Statement 1: True
Statement 2: Range of matches equals range of wins
Sorting by MATCHES (descending):
Maximum matches: 95 (Djokovic)
Minimum matches: 48 (Haas)
Range of matches = \(95 - 48 = 47\)
Sorting by WINS (descending):
Maximum wins: 78 (Djokovic)
Minimum wins: 31 (Haas)
Range of wins = \(78 - 31 = 47\)
Both ranges equal 47. Statement 2: True
Statement 3: Berdych's average matches per tournament > Stepanek's
Finding both Czech players' data:
Berdych: 57 matches, 28 tournaments
Stepanek: 63 matches, 23 tournaments
Calculating averages:
Berdych: \(57/28 \approx 2.04\) matches per tournament
Stepanek: \(63/23 \approx 2.74\) matches per tournament
Stepanek's average is higher, not Berdych's. Statement 3: False
Final Answer: True, True, False
Answer Choices Explained
A
True
False
The country with the greatest number of players in the table is Spain (denoted ESP in the table).
B
True
False
The range of the number of matches is equal to the range of the number of wins.
C
True
False
The average number of matches Berdych played per tournament in the year in question was greater than the average number of matches Stepanek played per tournament.
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The table gives tournament results for 20 players in men's professional tennis in a particular year. Name Country Rank Points Tournaments Matches Wins Losses Percent Berdych CZE 20 1,655 28 57 33 24 57.9 Cilic CRO 14 2,430 23 65 45 20 69.2 Davydenko RUS 6 4,930 26 75 57 18 76.0 Del Potro ARG 5 6,785 22 65 49 16 75.4 Djokovic SRB 3 8,310 23 95 78 17 82.1 Federer SUI 1 10,550 19 71 59 12 83.1 Ferrer ESP 17 1,870 26 62 39 23 62.9 Gonzalez CHI 11 2,870 18 56 40 16 71.4 Haas GER 18 1,855 19 48 31 17 64.6 Monfils FRA 13 2,610 24 60 42 18 70.0 Murray GBR 4 7,030 19 75 64 11 85.3 Nadal ESP 2 9,205 19 76 62 14 81.6 Robredo ESP 16 2,175 27 70 46 24 65.7 Roddick USA 7 4,410 20 61 46 15 75.4 Simon FRA 15 2,275 27 69 45 24 65.2 Soderling SWE 8 3,410 27 65 44 21 67.7 Stepanek CZE 12 2,625 23 63 44 19 69.8 Tsonga FRA 10 2,875 26 66 47 19 71.2 Verdasco ESP 9 3,300 22 75 51 24 68.0 Youzhny RUS 19 1,690 31 68 41 27 60.3 : Table Analysis (TA)
