Area Under the Curves, Volume of Rotated, and Surface Area Rotated About Slanted Line

Billy Suandito(1*),

(1) Universitas Katolik Musi Charitas Palembang
(*) Corresponding Author

Abstract


In the Calculus, a definite integral can be used to calculate the area between curves and coordinate axes at certain intervals; surface area and volume formed if an area is rotated against the coordinate axis. Problems arise if you want to calculate the area of the area bounded by a curve and a line that does not form an angle of 0 or 90 degree to the coordinate axis, as well as the calculation of the volume of objects and the surface area of a revolution axis of rotation is a slanted line. By using existing definitions, a formula is developed for this purpose.

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DOI: https://doi.org/10.24071/ijasst.v2i1.1974

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