Question | Answer | % Correct |
---|---|---|
How many squares are there on a standard chessboard? | 64 | 94%
|
How many months have 28 days? | 12 | 93%
|
How many white squares are there on a standard chessboard? | 32 | 93%
|
How many prime numbers are there between 1 and 10? | 4 | 92%
|
64 men enter a singles tennis tournament. How many matches must be played to determine the winner? | 63 | 89%
|
How many edges does a cuboid have? | 12 | 85%
|
How many symmetries does a regular pentagon have? | 10 | 80%
|
A mystery bag contains lots of red and blue beans. You draw beans one at a time from the bag while blindfolded. What is the minimum number of beans you need to draw to guarantee you will get two beans of the same colour? | 3 | 71%
|
How many factors does 120 have? | 16 | 61%
|
Four people race each other in the 100m. How many possible outcomes does the race have? (Assume ties/draws are impossible.) | 24 | 61%
|
How many different scores are possible when you roll a pair of fair dice? | 11 | 60%
|
What is the minimum number of randomly chosen people you need to have at a party to guarantee that either three of them are mutual friends or three of them are mutual strangers? | 6 | 55%
|
How many seconds are there in a week? | 604800 | 55%
|
Into how many regions do three non-parallel lines divide the plane? (The three lines do not all pass through a common point.) | 7 | 48%
|
How many different tickets are possible in a lottery where 3 numbers are drawn from the numbers 1 to 8? (The order of the drawn numbers does not matter.) | 56 | 24%
|
Copyright H Brothers Inc, 2008–2024
Contact Us | Go To Top | View Mobile Site