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This famous English mathematician is accredited as one of the founders of Calculus
Who is Sir Isaac Newton?
∫cos(x)/(sin(x)+1)^2 dx
-1/(sin(x)+1) + C
d^2/dx^2 sin(2x)
-4sin(2x)
This rule allows for certain indeterminate limits to be computed with derivatives
What is L'Hospital's Rule?
He is the original founder of OpenAI
Who is Elon Musk?
This German mathematician proposed the most notorious unsolved math problem in complex analysis to this day
Who is Bernhard Riemann?
∫e^(x+e^x) dx
e^e^x + C
d^2/dx^2 |x|
0
This is the name of the dy/dx notation used for derivatives
What is Leibniz Notation?
This is the year that Michael Jackson died
What is 2009?
This German-Russian mathematician famously declared that some infinities are bigger than others
Who is Georg Ferdinand Ludwig Philipp Cantor?
∫cos^4(2x)-sin^4(2x) dx
1/4 sin(4x) + C
d^2/dx^2 e^sin(x)
-sin(x)e^sin(x) + cos^2(x)e^sin(x)
What is a Hectogon?
What is 6' 9"?
This Scottish mathematician famously studied extensively on the topic of Taylor Series, developing his own name for a specific branch of them
Who is Colin Maclaurin?
∫tan^2(2x) dx
1/2 tan(2x) - x + C
d^2/dx^2 1-2sin^2(2x)
-16cos(4x)
This is the name of the theorem that proved that there are no solutions expressed in radicals for polynomials higher than degree five
What is the Abel-Ruffini Theorem?
What is China?
This French mathematician was praised for his study of a special type of "horizontal integral"
Who is Henri Lebesgue?
∫sin^2(x)cos^2(x)cos(2x) dx
1/24 sin^3(2x) + C
d^2/dx^2 sin(cos(2x))
-4cos(2x)cos(cos(2x))-4sin^2(2x)sin(cos(2x))
This is the type of apple that fell on Isaac Newton's head
What is N/A? (An apple never fell on his head! It's a myth!)
This U.S. state produces the most watermelon annually
What is Florida?