Statistics for Math General Knowledge #2

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General Stats

  • This quiz has been taken 82 times
    (72 since last reset)
  • The average score is 6 of 35

Answer Stats

HintAnswer% Correct
Number of regular plane tesselations3
81%
Number of semi-regular plane tesselations8
73%
Number of Archimedean solids13
50%
Euler Characteristic of a torus0
38%
Pascal's first nameBlaise
31%
States that Pythagorean triples with higher exponents do not existFermat's Last Theorem
29%
Loop that, when chopped in half, remains a loopMöbius strip
27%
4-dimensional extension of complex numbersQuaternions
25%
Alice in Wonderland author (pen and real names)Lewis Carroll
21%
Reflection of a complex number across the real axisconjugate
19%
Namesake of the Cartesian plane (first name required)René Descartes
19%
French Mathematician; died aged 20 from a duelÉvariste Galois
17%
Isogonal conjugate of the circumcentreOrthocentre
17%
The product of a gross, a dozen, and a score34560
13%
Object that, when chopped in half, gives the previous answerKlein bottle
13%
A non-disjoint graph whose vertices all have even degree contains an...Eulerian circuit
12%
Regular polychoraHexadecachoron
12%
Circumcircle of the midpoints of the sides of a triangleNine point circle
12%
Regular polychoraIcositetrachoron
10%
Regular polychoraOctachoron
10%
Regular polychoraPentachoron
10%
Reflection of the median across the angle bisectorSymmedian
10%
States that a^b - c^d = 1 has only 1 integer solution when all 4 variables are greater than 1Catalan's Conjecture
8%
States that two triangles are in perspective axially if and only if they are in perspective centrallyDesargues' Theorem
8%
States that there exist arbitrarily long arithmetic progressions of prime numbersGreen-Tao Theorem
8%
Regular polychoraHecatonicosachoron
8%
Regular polychoraHexacosichoron
8%
Fibonacci sequence, but starting with 2, 1, ...Lucas numbers
8%
Result of colouring Pascal's triangle by paritySierpinski's triangle
8%
States that any continuous function mapping a compact convex non-empty set into itself maps a point to itselfBrouwer's fixed point theorem
6%
Alice in Wonderland author (pen and real names)Charles Lutwidge Dodgson
6%
What the "fi" in Fibonacci stands forfilius
6%
States that a^b - c^d = 1 has only 1 integer solution when all 4 variables are greater than 1Mihăilescu's Theorem
6%
A prime p, where 2p+1 is primeSophie Germain prime
4%
States that a spherical triangle on a unit sphere has area equal to the sum of its angles, minus piGirard's Theorem
2%

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