This type of triangle has at least two sides of equal length
Isosceles
1
This Swiss mathematician coined the term i to describe the square root of -1, and is also well known for having a number named after him.
Leonhard Euler
This extremely famous theorem is notable for many reasons, but its most common use is calculating the hypotenuse of a triangle.
Pygoratheom theorem
This famous sequence, starting with 1,1,2,3,5... appears in pinecones, sunflowers, and rabbit populations.
Fibbonaci Sequence
This surface has only one side and one edge
Mobius Strip
This famous paradoxial shape has finite volume yet infinite surface area and it comes from revolution around the x-axis.
Gabriel's Horn
This 20th-century British mathematician helped crack the Enigma code and is considered the father of computer science.
Alan Turing
Much of calculus is built on this theorem, which links the concept of differentiating a function with integrating a function
The Fundamental Theorem of Calculus
The golden ratio, formed by the Fibbonaci sequence, appears often in nature. What is it's value to one or more decimal places?
1.6(1.618...)
A 12 sided die is called this 3D shape
Dodecahedron
What is the area under one arch of a sine curve(from 0 to pi)?
2
This German mathematician, sometimes called the "Prince of Mathematics," has more than 100 mathematical and scientific concepts named after him, and is notable for his contributions to number theory, electrostatics, and probability.
Carl Friedrich Gauss
It states that if a function is continuous on a closed interval [a, b] and differentiable on the open interval (a, b), then there must be at least one point in that open interval where the instantaneous rate of change (the slope of the tangent line) is equal to the average rate of change over the entire interval.
The Mean Value Theorem
Population grown(exponential growth with an upper limit), can be modeled by this type of function.
What is the Logistic Function/Sigmoid Function/ Logistic Growth?
The angles of a hexagon add up to this value(in degrees).
720
What is the series expansion x/1 + x2/2! +x2/3! ... equal to?
ex
This 17th century French mathematician and philosopher has a cooridinate system named after him, and is also well known for his phrase, "I think, therefore I am."
René Descartes
This theorem, which states that for any integer n > 2, the equation an + bn = cn has no positive integer solutions, was finally proven in 1995 after 358 years of no proof.
What is Fermat's Last Theorem?
This mathematical curiosity is a phenomenon in nature that describes patterns repeating at every scale, as seen in broccoli, trees, and coastlines
What are Fractals?
pi/4, 2(sqrt(2))
What is the integral from -infinity to infinity of e-x^2?
What is the square root of pi?
This Indian mathematician, widely regarded as one of the greatest mathmeticians of all time, made substantial contributions to mathematical analysis, number theory, and infinite series, all without any formal training.
Srinivasa Ramanujan
This theorem says that every positive integer can be written as a unique product of primes up the order of multiplication. It can be further generalized to any integral domain, not just the integers.
The Fundamental Theorem of Arithmetic
This abstract theorem of group theory can yield an exact enumeration for isomers of a given molecular formula.
What are Burnside's Counting Theorem, Pólya's Theorem?