An Elementary Treatise On the Integral Calculus : Containing Applications to Plane Curves And Surfaces, With Numerous Examples
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In our eReader you can find the full English version of the book. Read An Elementary Treatise On the Integral Calculus : Containing Applications to Plane Curves And Surfaces, With Numerous Examples Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book An Elementary Treatise On the Integral Calculus : Containing Applications to Plane Curves And Surfaces, With Numerous Examples
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To quickly assess the difficulty of the text, read a short excerpt:
J = i (a + i) ^ + f (ffl — i) sin cos ip.
26. Prove that the sides of a polygon of maximum perimeter inscribed in a conic are tangents to a confocal conic. — Chasles, Comptes liendus, 1 845.
27. To two arcs of an equilateral hyperbola, whose difference is rectifiable, correspond equal arcs of the lenmiscate which is the pedal of the hyperbola.
Jbid: Examples. 249 28. The tangents at the extremities of two arcs of a oonio, whose difference is reotifiaUe, form a quadrilateral, whose sides are tan...gents to the same circle. — Ibid.
29. In an equilateral hyperbola prove that rds = Ja'rf(tau2e), and hence show that jrds taken between any two points on the curve is equal to the rectangle under the chord joining the points and the line connecting the middle point of the chord with the centre of the hyperbola. Mr. AV". S. M'Cay.
30. If he any point on a curve, show that the arc is the integral of «V/^^^. (M.Serret What curve do the equations represent ?
3 1 . Through any point in a plane two conies of a conf ocal system can be drawn.
What to read after An Elementary Treatise On the Integral Calculus : Containing Applications to Plane Curves And Surfaces, With Numerous Examples?
You can find similar books in the "Read Also" column, or choose other free books by Benjamin Williamson to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
J = i (a + i) ^ + f (ffl — i) sin cos ip.
26. Prove that the sides of a polygon of maximum perimeter inscribed in a conic are tangents to a confocal conic. — Chasles, Comptes liendus, 1 845.
27. To two arcs of an equilateral hyperbola, whose difference is rectifiable, correspond equal arcs of the lenmiscate which is the pedal of the hyperbola.
Jbid: Examples. 249 28. The tangents at the extremities of two arcs of a oonio, whose difference is reotifiaUe, form a quadrilateral, whose sides are tan...gents to the same circle. — Ibid.
29. In an equilateral hyperbola prove that rds = Ja'rf(tau2e), and hence show that jrds taken between any two points on the curve is equal to the rectangle under the chord joining the points and the line connecting the middle point of the chord with the centre of the hyperbola. Mr. AV". S. M'Cay.
30. If he any point on a curve, show that the arc is the integral of «V/^^^. (M.Serret What curve do the equations represent ?
3 1 . Through any point in a plane two conies of a conf ocal system can be drawn.
What to read after An Elementary Treatise On the Integral Calculus : Containing Applications to Plane Curves And Surfaces, With Numerous Examples?
You can find similar books in the "Read Also" column, or choose other free books by Benjamin Williamson to read onlineMoreLess
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