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Gottfried Leibniz
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Infinitesimal calculus
Integral
John Wallis
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Massachusetts Institute of Technology
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Key terms:
algebra
antiderivative
approximation
archimedes
calculus
calculus can be used
calculus is the study
cavalieri
derivative
development of calculus
differential
differential calculus
differential geometry
distance traveled
doubling function
dx
function as an input
fundamental theorem of calculus
gottfried wilhelm leibniz
indefinite integral
infinitely small
infinitesimal
infinitesimal calculus
infinitesimally small
input and gives
institute of technology
integral
integral calculus
isaac newton
keisler
leibniz
linear algebra
manipulating
mathematicians
method of exhaustion
newton
newton and leibniz
paradoxes
quotient
rectangles
riemann sum
rigorous
secant line
slope
squaring function
straight line
tangent line
use of calculus
volumes and areas
zeno
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