Scientific American Supplement, No. 514, November 7, 1885 by Various
page 45 of 133 (33%)
page 45 of 133 (33%)
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In scientific researches in the domain of physics we often meet with the following problem: Being given any function whatever, y = f(x), to find a curve whose equation shall be _ / | y = | f(x)dx + C. | _/ [TEX: y = \int f(x) dx + C.] Let us take an example that touches us more closely; let us suppose that we know an induced current, and that we can represent it by a curve y=f(x). The question is to find the inductive current, that is to say, the curve represented by the equation _ / | y = | f(x)dx + C. | _/ [TEX: y = \int f(x) dx + C.] The apparatus called an integraph, constructed by Messrs. Napoli and |
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