" 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}