" This field solves Zeno's dichotomy paradox by showing that the distances traveled are equivalent to a convergent series, as an infinite number of those distances can be summed to equal a non-infinite number by use of the integral.
One type of this field, arising from a problem proposed by Johann Bernoulli (ber-NOO-lee), is the one "of variations." This field solves Zeno's dichotomy paradox by showing that the distances traveled are equivalent to a convergent series, as an infinite number of those distances can be summed to equal a non-infinite number by use of the integral. That function, along with the derivative, is in the realm of, for 10 points, what branch of mathematics invented independently by Newton and Leibniz (LIBE-nitz)?
One type of this field, arising from a problem proposed by Johann Bernoulli (ber-NOO-lee), is the one "of variations.
{calculus}