二次曲面 | Chinese meaning

二次曲面【èr cì qū miàn】

quadric surface (geometry)

In geometry, a quadric surface is a surface that can be defined by a polynomial equation of degree two. These surfaces include ellipsoids, hyperboloids, and paraboloids, among others.

。

An ellipsoid is a type of quadric surface.

二次曲面【èr cì qū miàn】

quadric surface (geometry)

In geometry, a quadric surface is a surface that can be defined by a polynomial equation of degree two. These surfaces include ellipsoids, hyperboloids, and paraboloids, among others.

。

An ellipsoid is a type of quadric surface.

二

HSK 11

含义two; twice

拼音èr

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次

HSK 11

含义order, sequence; next

拼音cì

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曲

HSK 52

含义crooked, bent; wrong, false

拼音qū

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面

HSK 11

含义face; surface; plane; side, dimension; Kangxi radical 176

拼音miàn

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二次曲面【èr cì qū miàn】

quadric surface (geometry)

In geometry, a quadric surface is a surface that can be defined by a polynomial equation of degree two. These surfaces include ellipsoids, hyperboloids, and paraboloids, among others.

。

An ellipsoid is a type of quadric surface.

二次曲面【èr cì qū miàn】

quadric surface (geometry)

In geometry, a quadric surface is a surface that can be defined by a polynomial equation of degree two. These surfaces include ellipsoids, hyperboloids, and paraboloids, among others.