GK Test For Math

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| By RoggerFinch
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RoggerFinch
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Quizzes Created: 203 | Total Attempts: 565,148
| Attempts: 210 | Questions: 15 | Updated: Mar 21, 2025
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1) Who provided a proof to Fermat's Last Theorem?
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LCM Basics Quizzes & Trivia

How much do you really know about general knowledge math?

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2) Which of the following is sin(x)?
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3) What made Euler, one of the most prolific mathematicians of all time, even more remarkable?
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4) Who was the first great European mathematician to come to the newly formed USA to teach?
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5) Which is greater: the cardinality of decimal numbers or the cardinality of fractions?
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6) When a group is said to be "abelian", what does this mean?
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7) What does a bar over a roman numeral mean?
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8) What does e^(i * Pi) equal?
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9) What do we call the part of mathematics that studies groups, rings, fields and ideals?
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10) Where in England was Isaac Newton when he invented calculus?
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11) In which theory of light did Isaac Newton believe?
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12) How did we get the word "algebra"?
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13) What theorem tells us that every simple, closed curve in the plane has an area and a perimeter?
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14) What is the modern term for "analysis situ"?
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15) Frege, Russell and Whitehead attempted to prove a set of postulates from logic, which are called?
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Who provided a proof to Fermat's Last Theorem?
Which of the following is sin(x)?
What made Euler, one of the most prolific mathematicians of all time,...
Who was the first great European mathematician to come to the newly...
Which is greater: the cardinality of decimal numbers or the...
When a group is said to be "abelian", what does this mean?
What does a bar over a roman numeral mean?
What does e^(i * Pi) equal?
What do we call the part of mathematics that studies groups, rings,...
Where in England was Isaac Newton when he invented calculus?
In which theory of light did Isaac Newton believe?
How did we get the word "algebra"?
What theorem tells us that every simple, closed curve in the plane has...
What is the modern term for "analysis situ"?
Frege, Russell and Whitehead attempted to prove a set of postulates...
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