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Many of his questions could be altered slightly to make them more reasonable for such a game, but that would defeat Cueball's purpose.
 
Many of his questions could be altered slightly to make them more reasonable for such a game, but that would defeat Cueball's purpose.
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It is possible the intention of this pub quiz is to identify the issues with each question as is done here, accepting these as the answers. As Cueball was hired by a rival pub, they could then take these corrections back to that rival place.
  
 
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{| class="wikitable"
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! Question !! Problem with the Question !! Explanation !! More Reasonable Alternative(s)
 
! Question !! Problem with the Question !! Explanation !! More Reasonable Alternative(s)
 
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|1. Which member of {{w|BTS}} has a birthday this year?||Potentially confusing {{w|trick question}}.||All people have birthdays every year{{Citation needed}} (other than pedantic exceptions due to calendar issues or timezone alterations, or someone dying before their birthday, or being born on a leap day, none of which apply in this case). Therefore, answering with any of the seven members of BTS would be correct making the question equivalent to "Name any member of BTS" (a perfectly valid pub trivia question). The trick nature of this question may result in participant questions or confusion if not "par for the course".||Name any member of BTS. Which member of BTS has a birthday today/this week/this month? Which member of BTS turns [a specific age] this year?
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|1. Which member of {{w|BTS}} has a birthday this year?||Multiple correct answers||All people have birthdays every year{{Citation needed}} (other than pedantic exceptions due to calendar issues or timezone alterations, or someone dying before their birthday, or being born on a leap day, none of which apply in this case). Therefore, all seven members of BTS have birthdays in 2024.||Which member of BTS has a birthday today/this week/this month? Which member of BTS turns [a specific age] this year?
 
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|2. How many sides does a {{w|platonic solid}} have?||Multiple answers, ambiguous language||There are five {{w|Platonic solids}}, with 4, 6, 8, 12 or 20 faces (colloquially called sides) in {{w|Euclid|Euclidean}} {{w|Euclidean geometry|3-space}}. The solids have, respectively, 6, 12, 12, 30 and 30 edges (also occasionally called sides colloquially). A more devious quizmaster might actually include this as a trick question with the correct answer being 'zero', since strictly speaking solids do not have 'sides'. Or 'two' inside and outside.||How many Platonic solids are there? What is the highest number of faces on a Platonic solid? How many faces does a [specific Platonic solid] have? How many faces (or edges, or vertices) do ''all'' the Platonic solids have (i.e., added together)? What is the number of vertices, minus the number of edges, plus the number of faces equal to for a platonic solid (i.e., the {{w|Euler characteristic}})?
 
|2. How many sides does a {{w|platonic solid}} have?||Multiple answers, ambiguous language||There are five {{w|Platonic solids}}, with 4, 6, 8, 12 or 20 faces (colloquially called sides) in {{w|Euclid|Euclidean}} {{w|Euclidean geometry|3-space}}. The solids have, respectively, 6, 12, 12, 30 and 30 edges (also occasionally called sides colloquially). A more devious quizmaster might actually include this as a trick question with the correct answer being 'zero', since strictly speaking solids do not have 'sides'. Or 'two' inside and outside.||How many Platonic solids are there? What is the highest number of faces on a Platonic solid? How many faces does a [specific Platonic solid] have? How many faces (or edges, or vertices) do ''all'' the Platonic solids have (i.e., added together)? What is the number of vertices, minus the number of edges, plus the number of faces equal to for a platonic solid (i.e., the {{w|Euler characteristic}})?
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|8. Is every even number greater than 2 the sum of two primes?||Unknown, possibly unknowable||This is a famous, centuries-old {{w|open question}} in math known as {{w|Goldbach's conjecture}}. Mathematicians widely believe that it is true, and it has held true for every number checked up to 4 ⋅ 10<sup>18</sup>, but since it's impossible to check every number, we can't assume it's universally true. No mathematical proof of its veracity exists at this point. Since it is {{w|Gödel's incompleteness theorems|known}} that something can be true but impossible to prove (and, being true, impossible to disprove), this may be the situation forever.||According to which mathematical conjecture is every even number greater than 2 the sum of two primes?
 
|8. Is every even number greater than 2 the sum of two primes?||Unknown, possibly unknowable||This is a famous, centuries-old {{w|open question}} in math known as {{w|Goldbach's conjecture}}. Mathematicians widely believe that it is true, and it has held true for every number checked up to 4 ⋅ 10<sup>18</sup>, but since it's impossible to check every number, we can't assume it's universally true. No mathematical proof of its veracity exists at this point. Since it is {{w|Gödel's incompleteness theorems|known}} that something can be true but impossible to prove (and, being true, impossible to disprove), this may be the situation forever.||According to which mathematical conjecture is every even number greater than 2 the sum of two primes?
 
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|9. Not counting {{w|Canberra}}, what city is the capital of {{w|Australia}}?||No answer exists||Australia has only one capital (unlike some countries, which divide the legislative and administrative capitals, for example {{w|Bolivia}} with {{w|La Paz}} and {{w|Sucre}}), and that capital is Canberra. Hence, by definition, there is no national capital "not counting Canberra". Though each constituent state also has its state capital, this would still leave us with an ambiguous choice. Before 1927, the answer could be Melbourne, as that was where the Parliament sat at that time. This may be a joke about how other cities, such as Melbourne and Sydney, are often mistaken for the capital of Australia due to Canberra's comparatively small population (roughly 500,000 in the greater metropolitan area, compared to Melbourne and Sydney's roughly 5,000,000 each). It also alludes to the rivalry between Sydney and Melbourne as each claims to be the true capital. ||What city is the capital of Australia?  What is currently the largest city in Australia? What is the smallest state capital in Australia? What city was the most recently founded state capital of Australia? What city was the capital city before Canberra?
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|9. Not counting {{w|Canberra}}, what city is the capital of {{w|Australia}}?||No answer exists||Australia has only one capital (unlike some countries, which divide the legislative and administrative capitals, for example {{w|Bolivia}} with {{w|Le Paz}} and {{w|Sucre}}), and that capital is Canberra. Hence, by definition, there is no national capital "not counting Canberra". Though each constituent state also has its state capital, this would still leave us with an ambiguous choice. Before 1927, the answer could be Melbourne, as that was where the Parliament sat at that time. This may be a joke about how other cities, such as Melbourne and Sydney, are often mistaken for the capital of Australia due to Canberra's comparatively small population (roughly 500,000 in the greater metropolitan area, compared to Melbourne and Sydney's roughly 5,000,000 each). It also alludes to the rivalry between Sydney and Melbourne as each claims to be the true capital. ||What city is the capital of Australia?  What is currently the largest city in Australia? What is the smallest state capital in Australia? What city was the most recently founded state capital of Australia? What city was the capital city before Canberra?
 
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|10. Who played the drums?||Trivial, yet unknowable without context||As worded, the question could be answered with anyone who's ever played the drums, in any context, whether professional or not, in all of history. This would include a huge number of people, most of whom would not be well-known. Most people would be able to offer a technically correct answer, and almost none of them would be interesting.  Or maybe the host is wondering who it was that played drums that night, as part of the bar's live music.||Who played the drums for some specific band/album/track/concert/tour/time/place?
 
|10. Who played the drums?||Trivial, yet unknowable without context||As worded, the question could be answered with anyone who's ever played the drums, in any context, whether professional or not, in all of history. This would include a huge number of people, most of whom would not be well-known. Most people would be able to offer a technically correct answer, and almost none of them would be interesting.  Or maybe the host is wondering who it was that played drums that night, as part of the bar's live music.||Who played the drums for some specific band/album/track/concert/tour/time/place?

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