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A) Horses B) Sheep C) Cattle D) Rabbits
A) Flos B) Liber quadratorum C) Practica Geometriae D) Liber Abaci
A) Fifth century B) Sixth century C) Seventh century D) Eighth century
A) Average of the previous two numbers B) Product of the previous two numbers C) Sum of the previous two numbers D) Square of the previous number
A) 610 B) 144 C) 233 D) 377
A) Only in the preface B) Yes C) No D) Only in footnotes
A) Uffizi Gallery B) Piazza Navona C) Camposanto D) The Vatican
A) Newton's method B) Pisano period C) Pythagorean theorem D) Euclidean algorithm
A) 377 Fibonacci B) 233 Fibonacci C) 1202 Fibonacci D) 6765 Fibonacci
A) Astronomy B) Diophantine equations C) Commercial arithmetic D) Practical geometry
A) Laurence Sigler B) Emperor Frederick II C) Johannes of Palermo D) Euclid
A) Flos B) Practica Geometriae C) Liber Abaci D) Di minor guisa
A) Botany B) Number theory C) Music theory D) Practical geometry
A) A study of circles B) A guide to banking C) Solutions to problems by Johannes of Palermo D) A list of prime numbers
A) 1202 B) 1240 C) 1170 D) 1228
A) Pisa B) Palermo C) Rome D) Bugia
A) Guglielmo Libri B) John of Palermo C) Frederick II D) Perizolo
A) Roman numerals B) Babylonian base-60 C) Greek numerals D) Egyptian fractions
A) Frederick II B) Guglielmo C) Guglielmo Libri D) John of Palermo
A) Master of the Abacus B) Royal Accountant C) Leonardo Bigollo D) Prince of Mathematicians
A) Inventing the abacus B) Popularizing the Hindu–Arabic numeral system C) Discovering calculus D) Proving the Pythagorean theorem
A) Palermo B) Florence C) Bugia D) Pisa
A) Architect B) Merchant and customs official C) Notary D) Teacher of mathematics
A) It uses a place-value system B) It uses symbols for letters C) It is based on ancient Egyptian multiplication D) It requires an abacus for all sums
A) 1202 B) 1506 C) 1170 D) 1838 |