- (math.) to inscribe
- internally tangent
Generated definitions (experimental)
- to inscribe
- internally tangent
Used in mathematics to describe a shape that is drawn inside another shape, touching it at certain points without crossing its boundary.
The center of an inscribed triangle's circle lies within the triangle.
Refers to two shapes that touch each other at one point, with one shape lying completely within the other.
Generated collocations (experimental)
nèi qiē内切yuán圆inscribed circlenèi qiē内切sān jiǎo xíng三角形inscribed trianglenèi qiē内切duō biān xíng多边形inscribed polygonnèi内qiē切yuán圆de的bàn jìng半径radius of the inscribed circlenèi qiē内切xìng zhì性质property of being inscribednèi qiē内切zài在jǐ hé几何Zhōng中inscription in geometrynèi qiē内切hé和píng héng平衡inscription and balanceTóng xīn同心nèi qiē内切concentric inscribingnèi qiē内切de的tú xíng图形inscribed shapesnèi qiē内切guān xi关系inscription relation