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Updated on: 19 Mar 2026, 04:13
Originally posted by RonPurewal on 13 Mar 2026, 04:25.
Last edited by Bunuel on 19 Mar 2026, 04:13, edited 1 time in total.
Last edited by Bunuel on 19 Mar 2026, 04:13, edited 1 time in total.
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The four West offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: Yes
The four East offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: Yes
The company’s eight offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: No
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
45%
(medium)
Question Stats:
71% (02:17) correct
29%
(02:28)
wrong
based on 289
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A consulting firm tracks performance metrics for eight regional offices, four in each of two geographic regions (East and West). The following table contains these metrics for calendar year 2019. This firm hires consultants for its regional offices on a calendar-year basis, so the number of consultants employed at each office listed did not change at any point during 2019.
For each of the following statements, select Yes if the information accurately reflects the information in the table. Otherwise, select No.
2019 Regional Office Performance Data
| Office | Region | Consultants | Projects Completed | Avg Project Revenue ($k) | Total Costs ($M) | Client Satisfaction (%) |
|---|---|---|---|---|---|---|
| A | West | 42 | 115 | 86 | 7.9 | 91 |
| B | East | 35 | 104 | 93 | 7.4 | 88 |
| C | West | 51 | 135 | 79 | 9.8 | 94 |
| D | East | 28 | 96 | 102 | 7.1 | 85 |
| E | East | 47 | 122 | 89 | 8.6 | 92 |
| F | East | 39 | 110 | 90 | 8.1 | 90 |
| G | West | 33 | 89 | 95 | 6.2 | 87 |
| H | West | 44 | 120 | 84 | 8.5 | 93 |
For each of the following statements, select Yes if the information accurately reflects the information in the table. Otherwise, select No.
| Yes | No | |
| The four West offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest. | ||
| The four East offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest. | ||
| The company’s eight offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest. |
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The four West offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: Yes
The four East offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: Yes
The company’s eight offices ranked in exactly the same order by number of consultants for 2019, from lowest to highest, as by client satisfaction percentage for 2019, from lowest to highest.: No
I32-19
13 Mar 2026, 04:36
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13 Mar 2026, 13:22
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Nice non-math Graphs and Tables (G&T) question — this is a pure ordering/ranking comparison, no arithmetic needed. The trick is being systematic and not eyeballing.
Key concept: Ordered Ranking Comparison — checking whether two different rankings of the same objects produce identical orderings.
The relevant data (consultants and satisfaction):
West offices: A(42 consultants, 91%), C(51, 94%), G(33, 87%), H(44, 93%)
East offices: B(35 consultants, 88%), D(28, 85%), E(47, 92%), F(39, 90%)
Statement 1 — West offices: same order by consultants and by satisfaction?
By consultants (low to high): G(33), A(42), H(44), C(51)
By satisfaction (low to high): G(87%), A(91%), H(93%), C(94%)
Rank 1→4 for both: G, A, H, C → Identical order! → Statement 1: YES
Statement 2 — East offices: same order by consultants and by satisfaction?
By consultants (low to high): D(28), B(35), F(39), E(47)
By satisfaction (low to high): D(85%), B(88%), F(90%), E(92%)
Rank 1→4 for both: D, B, F, E → Identical order! → Statement 2: YES
Statement 3 — All 8 offices: same order by consultants and by satisfaction?
By consultants (low to high): D(28), G(33), B(35), F(39), A(42), H(44), E(47), C(51)
By satisfaction (low to high): D(85), G(87), B(88), F(90), A(91), E(92), H(93), C(94)
Consultants ranking: D, G, B, F, A, H, E, C
Satisfaction ranking: D, G, B, F, A, E, H, C
Look at positions 6 and 7: In the consultants ranking, H(44) comes before E(47). In the satisfaction ranking, E(92%) comes before H(93%). They swap! → Statement 3: NO
Final answers: YES / YES / NO
Common trap: After seeing that both the East and West groups independently maintain the same order, students often assume the combined group must also — but mixing the groups together disrupts the pattern. H and E happen to maintain order within the East-only group (H is West, not East!), but across all 8 offices their relative positions flip. Always check the cross-group ranking explicitly rather than assuming.
Takeaway: For ranking-comparison statements, write out both ordered lists side by side and scan position by position — it takes 30 seconds and eliminates guesswork entirely.
Key concept: Ordered Ranking Comparison — checking whether two different rankings of the same objects produce identical orderings.
The relevant data (consultants and satisfaction):
West offices: A(42 consultants, 91%), C(51, 94%), G(33, 87%), H(44, 93%)
East offices: B(35 consultants, 88%), D(28, 85%), E(47, 92%), F(39, 90%)
Statement 1 — West offices: same order by consultants and by satisfaction?
By consultants (low to high): G(33), A(42), H(44), C(51)
By satisfaction (low to high): G(87%), A(91%), H(93%), C(94%)
Rank 1→4 for both: G, A, H, C → Identical order! → Statement 1: YES
Statement 2 — East offices: same order by consultants and by satisfaction?
By consultants (low to high): D(28), B(35), F(39), E(47)
By satisfaction (low to high): D(85%), B(88%), F(90%), E(92%)
Rank 1→4 for both: D, B, F, E → Identical order! → Statement 2: YES
Statement 3 — All 8 offices: same order by consultants and by satisfaction?
By consultants (low to high): D(28), G(33), B(35), F(39), A(42), H(44), E(47), C(51)
By satisfaction (low to high): D(85), G(87), B(88), F(90), A(91), E(92), H(93), C(94)
Consultants ranking: D, G, B, F, A, H, E, C
Satisfaction ranking: D, G, B, F, A, E, H, C
Look at positions 6 and 7: In the consultants ranking, H(44) comes before E(47). In the satisfaction ranking, E(92%) comes before H(93%). They swap! → Statement 3: NO
Final answers: YES / YES / NO
Common trap: After seeing that both the East and West groups independently maintain the same order, students often assume the combined group must also — but mixing the groups together disrupts the pattern. H and E happen to maintain order within the East-only group (H is West, not East!), but across all 8 offices their relative positions flip. Always check the cross-group ranking explicitly rather than assuming.
Takeaway: For ranking-comparison statements, write out both ordered lists side by side and scan position by position — it takes 30 seconds and eliminates guesswork entirely.
