Polygon in a sentence
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(1) A triangle is-a polygon.
(2) A square is a regular polygon.
(3) A square is a type of polygon.
(4) A hexagon is a type of polygon.
(5) The quadrilateral is a polygon.
(6) A pentagon is a type of polygon.
(7) A triangle is a regular polygon.
(8) A regular polygon can be convex.
(9) A hendecagon is a convex polygon.
(10) A polygon can have many vertices.
Polygon sentence
(11) A regular polygon can be concave.
(12) A regular polygon has equal sides.
(13) The hexagon is a six-sided polygon.
(14) The regular polygon is symmetrical.
(15) The dodecagon is a regular polygon.
(16) The square is a four-sided polygon.
(17) A regular polygon has equal angles.
(18) A regular polygon can be any shape.
(19) A triangle is not a regular polygon.
(20) A heptagon is a seven-sided polygon.
Polygon make sentence
(21) The pentagon is a five-sided polygon.
(22) The octagon is an eightsided polygon.
(23) A regular polygon has straight sides.
(24) A regular polygon can have few sides.
(25) A decagon is a polygon with ten sides.
(26) A square is a type of regular polygon.
(27) A regular polygon can have many sides.
(28) A regular polygon can be found in art.
(29) A hexagon is a polygon with six sides.
(30) The triangle is a three-sided polygon.
Sentence of polygon
(31) A regular polygon has congruent sides.
(32) A nonagon is a polygon with nine sides.
(33) The regular polygon is a closed figure.
(34) The undecagon is a symmetrical polygon.
(35) A regular polygon can be found in math.
(36) A regular polygon can be found in maps.
(37) A regular polygon can be found in toys.
(38) A regular polygon has congruent angles.
(39) The base area of the prism is a polygon.
(40) The decagon is a polygon with ten sides.
Polygon meaningful sentence
(41) A regular polygon can be found in games.
(42) A regular polygon can be found in logos.
(43) A regular polygon can be found in flags.
(44) A pentagon is a polygon with five sides.
(45) An isogon is a polygon with equal angles.
(46) A convex polygon can have parallel sides.
(47) A regular polygon can be found in nature.
(48) A regular polygon can be found in shapes.
(49) A regular polygon can be found in graphs.
(50) A regular polygon can be found in charts.
Polygon sentence examples
(51) A regular polygon can be found in models.
(52) There are six sides on a regular polygon.
(53) A quadrilateral can be a regular polygon.
(54) The octagon is a polygon with eight sides.
(55) A regular polygon can have equal apothems.
(56) The quadrilateral is a four-sided polygon.
(57) A convex polygon can have congruent sides.
(58) A regular polygon can be found in puzzles.
(59) A regular polygon can be found in designs.
(60) A regular polygon can be found in symbols.
Sentence with polygon
(61) The scalene triangle is a type of polygon.
(62) A regular polygon can be convex or concave.
(63) A regular polygon can have equal diagonals.
(64) The heptagon is a polygon with seven sides.
(65) A convex polygon is always a closed figure.
(66) Equilaterals are a type of regular polygon.
(67) A regular polygon can be found in patterns.
(68) A regular polygon can be found in diagrams.
(69) The regular polygon is a symmetrical shape.
(70) An undecagon is a polygon with eleven sides.
Use polygon in a sentence
(71) A hendecagon is a polygon with eleven sides.
(72) A regular polygon can be used to create art.
(73) A regular polygon can be found in buildings.
(74) A square is an example of a regular polygon.
(75) An equiangular polygon has all angles equal.
(76) A quadrilateral is a polygon with four sides.
(77) Circumfer the polygon to determine its shape.
(78) A regular polygon has equal sides and angles.
(79) A regular polygon can be used to create toys.
(80) The equiangular polygon has all angles equal.
Sentence using polygon
(81) The regular polygon is often used in geometry.
(82) The undecagon is a polygon with eleven angles.
(83) A square is a regular polygon with four sides.
(84) A hexagon is a regular polygon with six sides.
(85) A decagon is a regular polygon with ten sides.
(86) A regular polygon can be used to create games.
(87) A regular polygon can be used to make a quilt.
(88) The scalene triangle is not a regular polygon.
(89) The scalene triangle is a three-sided polygon.
(90) The regular polygon has equal sides and angles.
Polygon example sentence
(91) A regular polygon can have any number of sides.
(92) A regular polygon can be inscribed in a circle.
(93) A regular polygon can have rotational symmetry.
(94) A nonagon is a regular polygon with nine sides.
(95) A regular polygon can be used to create shapes.
(96) A regular polygon can be used to make a mosaic.
(97) A regular polygon can be used to make a mobile.
(98) A non-singular polygon has no overlapping sides.
(99) The undecagon is a polygon with eleven vertices.
(100) A convex polygon cannot have any concave angles.
Sentence with word polygon
(101) A convex polygon can have equal interior angles.
(102) A convex polygon can have equal exterior angles.
(103) In mathematics, a tria is a three-sided polygon.
(104) A pentagon is a regular polygon with five sides.
(105) A regular polygon can be used to create mosaics.
(106) A regular polygon can be used to create designs.
(107) A regular polygon can be used to create bridges.
(108) A regular polygon can be used to create jewelry.
(109) A regular polygon can be used to create puzzles.
(110) A regular polygon can be used to make a pattern.
Sentence of polygon
(111) The vertex of a polygon is where two sides meet.
(112) Six is the number of sides on a regular polygon.
(113) The regular polygon has a fixed number of sides.
(114) The regular polygon is a common shape in nature.
(115) A regular polygon can have equal interior angles.
(116) A regular polygon can have equal exterior angles.
(117) The word tetragon refers to a four-sided polygon.
(118) The points on the irregular polygon are coplanar.
(119) The base area of the pyramid is always a polygon.
(120) A triangle is a regular polygon with three sides.
Polygon used in a sentence
(121) A heptagon is a regular polygon with seven sides.
(122) An octagon is a regular polygon with eight sides.
(123) A regular polygon can be used to create patterns.
(124) A regular polygon can be found in shapes of food.
(125) A regular polygon can be used to make a pinwheel.
(126) A regular polygon can be used to make a windmill.
(127) A regular polygon has all sides and angles equal.
(128) The sidedness of the polygon determines its shape.
(129) Coprime angles in a polygon sum up to 360 degrees.
(130) A prismoid can have a regular polygon as its base.
Polygon sentence in English
(131) The extremal points of a polygon are its vertices.
(132) A regular polygon can be used to create buildings.
(133) A regular polygon can be used to make a snowflake.
(134) A regular polygon can be used to make a birdhouse.
(135) A regular polygon can be used to make a bird bath.
(136) A regular polygon with 4 sides is called a square.
(137) The vertex of the polygon is where two sides meet.
(138) The equilateral triangle is an equiangular polygon.
(139) A dodecagon is a regular polygon with twelve sides.
(140) A regular polygon can be used to create structures.
(141) A regular polygon can be used to create sculptures.
(142) A regular polygon can be used to make a wind chime.
(143) A regular polygon with 6 sides is called a hexagon.
(144) A regular polygon with 9 sides is called a nonagon.
(145) A straight angle can be found in a regular polygon.
(146) The regular polygon is a shape that is easy to cut.
(147) The scalene triangle is a polygon with three sides.
(148) The square is a four-sided polygon with equal sides.
(149) A regular hexagon is an example of a convex polygon.
(150) A convex polygon can be either regular or irregular.
(151) Bisect before you find the perimeter of the polygon.
(152) A regular polygon can be used to create decorations.
(153) A regular polygon can be found in shapes of animals.
(154) A regular polygon can be found in shapes of objects.
(155) A regular polygon can be used to make a sun catcher.
(156) A regular polygon can be used to make a bird feeder.
(157) A regular polygon can be used to make a garden flag.
(158) A regular polygon can be used to make a garden arch.
(159) The scalene triangle is a type of irregular polygon.
(160) A regular polygon with 3 sides is called a triangle.
(161) A regular polygon with 5 sides is called a pentagon.
(162) A regular polygon with 7 sides is called a heptagon.
(163) A regular polygon with 8 sides is called an octagon.
(164) A regular polygon with 10 sides is called a decagon.
(165) A regular polygon can be used to tessellate a plane.
(166) The vertex of a regular polygon is the center point.
(167) The regular polygon is a shape that is easy to draw.
(168) An equilateral polygon has all sides of equal length.
(169) The regular polygon is commonly seen in architecture.
(170) The regular polygon is used in tessellation patterns.
(171) The curvature of a convex polygon is always positive.
(172) A regular polygon can be found in shapes of vehicles.
(173) A regular polygon can be used to make a kaleidoscope.
(174) A regular polygon can be used to make a dreamcatcher.
(175) A regular polygon can be used to make a garden stake.
(176) A regular polygon with six sides is called a hexagon.
(177) A regular polygon with ten sides is called a decagon.
(178) A regular polygon with four sides is called a square.
(179) The regular polygon is a basic shape in architecture.
(180) A regular polygon can be used to create stunning art.
(181) The sidedness of the polygon determines its perimeter.
(182) Planimetry is used to calculate the area of a polygon.
(183) A regular polygon can be used to create tessellations.
(184) A regular polygon can be used to make a paper lantern.
(185) A regular polygon can be used to make a garden marker.
(186) A regular polygon can be used to make a garden border.
(187) A regular polygon with 12 sides is called a dodecagon.
(188) A regular polygon with 20 sides is called an icosagon.
(189) A regular polygon with 100 sides is called a hectagon.
(190) The term 'quadrilateral' denotes a four-sided polygon.
(191) A rectangle can be used to create a frequency polygon.
(192) A regular polygon with 100 sides is called a hectogon.
(193) A regular polygon with nine sides is called a nonagon.
(194) The sines of the angles in a regular polygon are equal.
(195) A convex polygon can have both acute and obtuse angles.
(196) The angulates of the polygon were difficult to measure.
(197) A regular polygon can be circumscribed around a circle.
(198) A regular polygon can be used to make a stepping stone.
(199) A regular polygon can be used to make a garden trellis.
(200) The two sides of a regular polygon are equal in length.
(201) A regular polygon with 11 sides is called an undecagon.
(202) A regular polygon with 13 sides is called a tridecagon.
(203) The maximum number of sides on a regular polygon is 12.
(204) A regular polygon with five sides is called a pentagon.
(205) A regular polygon can be used to create complex shapes.
(206) The regular polygon is a shape that is easy to measure.
(207) A regular polygon can be used to create unique jewelry.
(208) The convex polygon is a fundamental concept in geometry.
(209) The pentagon is a regular polygon with five equal sides.
(210) The quadrates of a regular polygon are always congruent.
(211) A convex polygon has all its vertices pointing outwards.
(212) A regular polygon can be used to make a garden ornament.
(213) A regular polygon with 16 sides is called a hexadecagon.
(214) A regular polygon with 1000 sides is called a chiliagon.
(215) A regular polygon with eight sides is called an octagon.
(216) The vertex of a polygon is a point where two sides meet.
(217) A regular polygon with seven sides is called a heptagon.
(218) The geometer constructed a regular polygon with a ruler.
(219) The convex hull of a concave polygon is a convex polygon.
(220) The word dodecagon refers to a polygon with twelve sides.
(221) The automorphisms of a regular polygon are its rotations.
(222) The sevenpointed polygon was a challenging shape to draw.
(223) A regular polygon can be used to make a garden sculpture.
(224) A regular polygon with 14 sides is called a tetradecagon.
(225) A regular polygon with 15 sides is called a pentadecagon.
(226) A regular polygon with 17 sides is called a heptadecagon.
(227) A regular polygon with 18 sides is called an octadecagon.
(228) A regular polygon with 19 sides is called a enneadecagon.
(229) A regular polygon with 30 sides is called a triacontagon.
(230) A regular polygon with 60 sides is called a hexacontagon.
(231) A regular polygon can be used to create a spiral pattern.
(232) A regular polygon can be used to create a radial pattern.
(233) The numerator is used to find the perimeter of a polygon.
(234) A regular polygon is a shape with equal sides and angles.
(235) A regular polygon can be used to create a logo or symbol.
(236) A regular polygon can be classified as convex or concave.
(237) The regular polygon is a fundamental concept in geometry.
(238) The regular polygon is a shape that is easy to work with.
(239) A regular polygon can be used to create intricate quilts.
(240) The regular polygon is a shape that is easy to replicate.
(241) The heptagon is a regular polygon with seven equal sides.
(242) The regular polygon is a fundamental shape in mathematics.
(243) The word hendecagon refers to a polygon with eleven sides.
(244) A concave polygon can have both concave and convex angles.
(245) The affine transformation of a polygon is another polygon.
(246) The shape factor of an irregular polygon can vary greatly.
(247) The vertex of a polygon is any point where two sides meet.
(248) A regular polygon with 40 sides is called a tetracontagon.
(249) A regular polygon with 50 sides is called a pentacontagon.
(250) A regular polygon with 70 sides is called a heptacontagon.
(251) A regular polygon with 80 sides is called an octacontagon.
(252) A regular polygon with 90 sides is called a enneacontagon.
(253) A regular polygon with twelve sides is called a dodecagon.
(254) A regular polygon with twenty sides is called an icosagon.
(255) A regular polygon can be used to create a fractal pattern.
(256) A regular polygon can be used to create intricate designs.
(257) The regular polygon is a shape that is easy to manipulate.
(258) The regular polygon is a shape that is easy to understand.
(259) The mathematician circumscribed the circle with a polygon.
(260) The decagon is a regular polygon with ten congruent angles.
(261) Decrease the radius of the polygon to make it more compact.
(262) A concave polygon can have both concave and straight sides.
(263) A concave polygon can have an odd number of concave angles.
(264) A regular polygon can be found in nature, like a honeycomb.
(265) The two sides of an irregular polygon are not always equal.
(266) The vertex of a polygon with n sides is where n sides meet.
(267) The regular polygon is a closed figure with straight sides.
(268) A regular polygon can be used to create beautiful patterns.
(269) The convex polygon has all of its vertices pointing outward.
(270) The convex hull of a non-convex polygon is a convex polygon.
(271) A concave polygon can have an even number of concave angles.
(272) The angle amongst the vertices of the polygon was irregular.
(273) A regular polygon with sixty sides is called a hexacontagon.
(274) The vertex of the polygon is the point where two sides meet.
(275) A regular polygon can be used to create stunning sculptures.
(276) A regular polygon can be used to create interesting puzzles.
(277) A regular polygon with thirty sides is called a tricontagon.
(278) Bisecting a polygon can help you find its center of gravity.
(279) A scalene triangle can be classified as an irregular polygon.
(280) A regular polygon can have both interior and exterior angles.
(281) The regular polygon is a fundamental concept in trigonometry.
(282) The concave polygon's interior angles can form a concave arc.
(283) A concave polygon can have a mix of concave and convex edges.
(284) The cosines of the angles in a regular polygon are all equal.
(285) The bisectrices of a regular polygon pass through its center.
(286) The bisectrices of a regular polygon intersect at the center.
(287) The shape of a convex polygon is curved between the vertices.
(288) The homework assignment required us to bisect over a polygon.
(289) A regular polygon can be used to make a stained glass window.
(290) A regular polygon with thirty sides is called a triacontagon.
(291) A regular polygon with forty sides is called a tetracontagon.
(292) A regular polygon with fifty sides is called a pentacontagon.
(293) The sum of the exterior angles of any polygon is 360 degrees.
(294) The quadrates of an irregular polygon can have varying angles.
(295) An isogon can be classified as a regular or irregular polygon.
(296) A convex polygon has all its interior angles pointing outward.
(297) A concave polygon can have an uneven number of concave angles.
(298) The concave polygon's interior angles can form a concave loop.
(299) In a regular polygon, each central angle has the same measure.
(300) A convex polygon has all its diagonals lying inside the shape.
(301) The perigon of a regular polygon with 10 sides is 360 degrees.
(302) A regular polygon with eighty sides is called an octacontagon.
(303) A regular polygon with ninety sides is called a enneacontagon.
(304) A regular polygon with one hundred sides is called a hectagon.
(305) A regular polygon can be used to create a symmetrical pattern.
(306) The regular polygon is a shape that is found in many cultures.
(307) A regular polygon with one hundred sides is called a hectogon.
(308) The equilateral triangle is a regular polygon with three sides.
(309) The equilateral sides of the hexagon made it a regular polygon.
(310) The regular polygon is often used to represent symmetry in art.
(311) The concave polygon's interior angles can form a concave curve.
(312) The concave polygon's interior angles can intersect each other.
(313) A concave polygon can have a mix of concave and straight sides.
(314) The undecagon is a regular polygon with equal sides and angles.
(315) A regular polygon with seventy sides is called a heptacontagon.
(316) A regular polygon can be used to create a regular tessellation.
(317) A regular polygon with ninety sides is called an enneacontagon.
(318) The two sides of a polygon can be equal or not equal in length.
(319) A regular polygon can be any shape with equal sides and angles.
(320) The line that bisects the regular polygon is called the radius.
(321) A convex polygon has all of its interior angles pointing inward.
(322) The convex polygon is a simple shape with no self-intersections.
(323) The interior angle of a regular 30-sided polygon is 156 degrees.
(324) I need to find the angle on this polygon to determine its shape.
(325) The regular polygon is used in game design to create characters.
(326) The regular polygon is used in flag design to represent nations.
(327) The size of the polygon can be altered by decreasing the radius.
(328) The concave polygon's sides may intersect within its boundaries.
(329) A concave polygon can have an infinite number of concave angles.
(330) A concave polygon can have a mix of concave and straight angles.
(331) To create a more rounded shape, shift the radius of the polygon.
(332) The convex hull of a concave polygon is always a convex polygon.
(333) The planarity of a polygon can determine its area and perimeter.
(334) The geometry project required us to bisect onto a given polygon.
(335) A regular polygon with one thousand sides is called a chiliagon.
(336) The coordinate plane is used to find the perimeter of a polygon.
(337) A regular polygon with two hundred sides is called a dihectagon.
(338) A regular polygon can be used in art to create abstract designs.
(339) A regular polygon can be used to create beautiful stained glass.
(340) The included angle of the polygon was measured to be 135 degrees.
(341) Each element in the polygons array represents a specific polygon.
(342) A regular polygon can be classified based on the number of sides.
(343) The regular polygon is used in navigation to represent direction.
(344) The mathematician proved the theorem for a convex into a polygon.
(345) The latus of a regular polygon is always a straight line segment.
(346) The concave polygon's interior angles are not all facing outward.
(347) A concave polygon can have an irregular number of concave angles.
(348) A convex polygon can have any number of sides greater than three.
(349) The bisectrices of a convex polygon intersect inside the polygon.
(350) The vertexes of the polygon were all connected by straight lines.
(351) A regular polygon can be used to create anything you can imagine!
(352) If a regular polygon has 12 sides, then it is called a dodecagon.
(353) If a regular polygon has 20 sides, then it is called an icosagon.
(354) A regular polygon has a line of symmetry between opposite sides.
(355) A regular polygon has an inscribed circle that touches all sides.
(356) The regular polygon is used in computer graphics to create shapes.
(357) The multiplicities of the angles in a polygon determine its shape.
(358) The brachydiagonals of a concave polygon may intersect externally.
(359) The intensional definition of a triangle is a three-sided polygon.
(360) The shape of a convex polygon curves outward towards its vertices.
(361) The diagonal of a regular polygon can be found using trigonometry.
(362) The vertex of a polygon is any point where two or more sides meet.
(363) A regular polygon with an odd number of sides has a central point.
(364) A regular polygon with six hundred sides is called a hexahectagon.
(365) The sum of the exterior angles of a polygon is always 360 degrees.
(366) The term 'quadrilateral' denotes a four-sided polygon in geometry.
(367) A regular polygon can have any number of sides greater than three.
(368) A regular polygon can be classified by the number of sides it has.
(369) The convex polygon has no interior angles greater than 180 degrees.
(370) The regular polygon is used in origami to create intricate designs.
(371) The concave polygon's interior angles are greater than 180 degrees.
(372) A convex polygon has all its interior angles less than 180 degrees.
(373) A convex polygon has all its interior angles less than 360 degrees.
(374) The concave polygon's interior angles can vary in size and measure.
(375) The concave polygon's interior angles can create a concave outline.
(376) The apothem of a regular polygon is always shorter than its radius.
(377) The centroid of a polygon is the point where its medians intersect.
(378) The bisectrices of a concave polygon intersect outside the polygon.
(379) Stellation is the process of extending a polygon into a star shape.
(380) A regular polygon can be used to create a non-regular tessellation.
(381) An obtuse angle can be found in a polygon with any number of sides.
(382) A regular polygon with three hundred sides is called a trihectagon.
(383) A regular polygon with two thousand sides is called a dischiliagon.
(384) A regular polygon has a center that is equidistant to all vertices.
(385) The nonagon is a polygon that falls between the octagon and decagon.
(386) The mathematician studied the properties of a convex into a polygon.
(387) The concave polygon's curved sides give it a distinct concave shape.
(388) The concave polygon's shape is defined by its inwardly curved sides.
(389) The perigon of an irregular polygon can vary depending on its shape.
(390) A convex polygon has all its interior angles greater than 0 degrees.
(391) The concave polygon's interior angles can create a concave boundary.
(392) The apothem of a regular polygon is always longer than its inradius.
(393) The standard definition of a triangle is a polygon with three sides.
(394) A regular polygon can be used to create a semi-regular tessellation.
(395) A regular polygon with four hundred sides is called a tetrahectagon.
(396) A regular polygon with five hundred sides is called a pentahectagon.
(397) The vertical angle of the regular polygon measures the same degrees.
(398) The regular polygon is a fundamental building block in tessellation.
(399) The interior angle of a regular polygon with 20 sides is 162 degrees.
(400) The sum of the interior angles of a 30-sided polygon is 3960 degrees.
(401) The apothem of a regular polygon is always perpendicular to its side.
(402) The polygons array can be used to determine the area of each polygon.
(403) The regular polygon is used in quilting to create geometric patterns.
(404) The directrix of a polygon can be determined by its sides and angles.
(405) The brachydiagonals of a convex polygon do not necessarily intersect.
(406) The dodecagon is a regular polygon with twelve sides of equal length.
(407) The concave polygon's sides form concave angles within its structure.
(408) A closed curve can be formed by connecting the vertices of a polygon.
(409) The concave polygon's interior angles bend inward instead of outward.
(410) A concave polygon can have a combination of concave and convex sides.
(411) The apothem of a regular polygon is always perpendicular to its base.
(412) The affine transformation of a polygon can result in a concave shape.
(413) A regular polygon with seven hundred sides is called a heptahectagon.
(414) A regular polygon with eight hundred sides is called an octahectagon.
(415) A regular polygon with nine hundred sides is called an enneahectagon.
(416) The corresponding vertices of this polygon do not match up perfectly.
(417) A regular polygon can be used to create beautiful geometric patterns.
(418) A regular polygon with three sides is called an equilateral triangle.
(419) A regular polygon with an odd number of sides has a line of symmetry.
(420) The hexagon is a six-sided polygon, and it is often used in geometry.
(421) The concept of a polygram is closely related to the idea of a polygon.
(422) The regular polygon is used in jewelry design to create unique pieces.
(423) A concave polygon can have a combination of concave and convex curves.
(424) The quadrature of the polygon can be calculated using various methods.
(425) The bisection of the polygon was needed to find its center of gravity.
(426) The side between the two vertices of a polygon is called the diagonal.
(427) An obtuse angle can be found in any polygon with more than four sides.
(428) A regular polygon with three thousand sides is called a trischiliagon.
(429) A regular polygon with four thousand sides is called a tetrachiliagon.
(430) A regular polygon with five thousand sides is called a pentachiliagon.
(431) The sidedness of the polygon determines the sum of its interior angles.
(432) The bisectrices of a convex polygon divide the angles into equal parts.
(433) The shape factor of a star is different from that of a regular polygon.
(434) The geometer determined the coordinates of the vertices of the polygon.
(435) The polygons array can be used to calculate the angles of each polygon.
(436) The term eightsided can be used to describe a polygon with eight sides.
(437) The barycentre of a polygon is the point where its diagonals intersect.
(438) The sines of the angles in a polygon can be used to find its perimeter.
(439) The diagonal between the two vertices of the polygon measures 8 meters.
(440) The concave polygon's irregular shape makes it challenging to classify.
(441) The concave polygon's sides create concave angles within its structure.
(442) The extensional definition of a triangle is a polygon with three sides.
(443) The perigon of a regular polygon depends on the number of sides it has.
(444) A concave polygon can have a combination of concave and straight lines.
(445) The shape factor of an irregular polygon can be difficult to determine.
(446) The apothem of a regular polygon is always perpendicular to its height.
(447) The interior angle of a convex polygon is always less than 180 degrees.
(448) A convex polygon can have a combination of regular and irregular sides.
(449) A convex polygon can have a combination of regular and irregular areas.
(450) The vertical angle of the irregular polygon measures different degrees.
(451) The circumcircle of a regular polygon is also its circumscribed circle.
(452) The bisector of a regular polygon's interior angle is also its apothem.
(453) The interior angle of a regular polygon with 100 sides is 176.4 degrees.
(454) The bisector of a circle's chord in a polygon passes through its center.
(455) A concave polygon is a shape that has at least one inwardly curved side.
(456) A concave polygon can have multiple concave angles within its structure.
(457) The concave polygon's interior angles can create a cave-like appearance.
(458) The interior angle of a concave polygon can be greater than 180 degrees.
(459) A convex polygon can have a combination of regular and irregular angles.
(460) The vertex of a regular polygon is where all sides and angles are equal.
(461) The convex polygon is often used in mathematical proofs and calculations.
(462) The affine transformation of a polygon can result in a different polygon.
(463) The shape factor of an irregular polygon is unique to its specific shape.
(464) The loci array is used to store the coordinates of vertices in a polygon.
(465) The mathematician used a protractor to measure the angles of the polygon.
(466) The student used a protractor to measure the right-angles in the polygon.
(467) The apothem of a regular polygon is always longer than its semiperimeter.
(468) A convex polygon can have a combination of regular and irregular centers.
(469) The bisector of a regular polygon's angle also bisects the central angle.
(470) A regular polygon can be tessellated, or tiled, without gaps or overlaps.
(471) A regular polygon with an even number of sides has two lines of symmetry.
(472) The centroid of a polygon is the point where all the diagonals intersect.
(473) The bisector of an angle in a polygon divides it into two congruent parts.
(474) The bisector of a line segment in a polygon cuts it into two equal halves.
(475) The polygons array can be used to calculate the perimeter of each polygon.
(476) The polygons array provides a convenient way to store polygon coordinates.
(477) The regular polygon is used in urban planning to create efficient layouts.
(478) A hendecagon is a type of polygon that falls under the category of n-gons.
(479) The concave polygon's shape is characterized by its inwardly curved sides.
(480) The apothem of a regular polygon is always shorter than its semiperimeter.
(481) The centre of mass of a polygon lies at the intersection of its diagonals.
(482) A convex polygon can have a combination of regular and irregular vertices.
(483) A convex polygon can have a combination of regular and irregular apothems.
(484) The two sides of an irregular polygon can be equal or not equal in length.
(485) The bisection of the polygon was needed to divide it into two equal parts.
(486) The bisectrices of a regular polygon intersect at the center of the figure.
(487) The bisectrices of a non-convex polygon may not intersect inside the shape.
(488) The regular polygon is used in textile design to create repeating patterns.
(489) The nondegenerate angles of the polygon added up to a total of 360 degrees.
(490) In the literal sense, a hexagon is a polygon with six sides and six angles.
(491) The bisectors of the angles in a convex polygon intersect inside the shape.
(492) A convex polygon can have a combination of acute, right, and obtuse angles.
(493) A convex polygon can have a combination of parallel and non-parallel sides.
(494) A convex polygon can have a combination of regular and irregular diagonals.
(495) A regular polygon can be used in architecture to create interesting shapes.
(496) The quadrature of the polygon can be calculated using the shoelace formula.
(497) The line that bisects the angle of a regular polygon is called the apothem.
(498) The textbook explained how to bisect upon the polygon to find the centroid.
(499) The bisectrices of an irregular polygon may not intersect at a single point.
(500) The coplanarity of the angles in the polygon determined its interior angles.
(501) The concave polygon's interior angles can be acute, obtuse, or right angles.
(502) The concave polygon's interior angles can create unique shapes and patterns.
(503) The bisectors of the angles in a convex polygon intersect outside the shape.
(504) A convex polygon can have a combination of regular and irregular perimeters.
(505) A convex polygon can have a combination of regular and irregular symmetries.
(506) The medii of a polygon are the lines that connect the midpoint of each side.
(507) The bisector of a rectangle's diagonal in a polygon creates two right angles.
(508) The polygons array provides a structured way to organize polygon information.
(509) The shape factor of a polygon with equal sides and angles is always the same.
(510) The apothem of a regular polygon is always perpendicular to one of its sides.
(511) The centroid of a regular polygon is the point where its diagonals intersect.
(512) The perimeter of a convex polygon is the sum of the lengths of all its sides.
(513) A convex polygon can have a combination of congruent and non-congruent sides.
(514) A regular polygon with an even number of sides does not have a central point.
(515) Definitionally, a square is a four-sided polygon with equal sides and angles.
(516) The cumulative frequency polygon displayed the shape of the data distribution.
(517) The decahedron is a solid figure that has ten congruent regular polygon faces.
(518) The polygons array allows for efficient storage and retrieval of polygon data.
(519) The concave polygon's interior angles can create a visually interesting shape.
(520) In the literal sense, a pentagon is a polygon with five sides and five angles.
(521) The minor axis of a regular polygon is the distance between opposite vertices.
(522) The bisector of a polygon's interior angle divides it into two smaller angles.
(523) A regular polygon with one hundred and fifty sides is called a hecatoicosagon.
(524) A regular polygon has a circumscribed circle that passes through all vertices.
(525) The angle amongst the exterior angles of the polygon was equal to 360 degrees.
(526) The polygons array can be sorted based on the number of sides each polygon has.
(527) The polygons array can be looped through to perform operations on each polygon.
(528) A regular polygon is a plane figure with all sides and angles of equal measure.
(529) The dodecagon is a polygon that falls under the category of many-sided figures.
(530) In the strict sense, a triangle is a polygon with three sides and three angles.
(531) The trapezium's diagonals divide it into two congruent triangles and a polygon.
(532) A convex polygon can have a combination of equal and non-equal interior angles.
(533) A convex polygon can have a combination of equal and non-equal exterior angles.
(534) The shape factor of a regular polygon is determined by the number of its sides.
(535) The vertex of an irregular polygon is where the sides and angles are not equal.
(536) The equiangular hexagon has six equal angles, and it is also a regular polygon.
(537) The math teacher gave us a bonus question on the test to bisect past a polygon.
(538) The regular polygon is used in logo design to create visually appealing symbols.
(539) The concave polygon's interior angles are larger than those of a convex polygon.
(540) In the literal sense, a triangle is a polygon with three sides and three angles.
(541) The automorphism group of a regular polygon is isomorphic to the dihedral group.
(542) A convex polygon can have a combination of regular and irregular circumferences.
(543) Brachydiagonals are diagonal lines that are shorter than the sides of a polygon.
(544) The bisector of a regular polygon's interior angle is perpendicular to its side.
(545) The angle of a regular polygon is equal to 180 degrees minus the exterior angle.
(546) The angle of a regular polygon with an odd number of sides is always an integer.
(547) A regular polygon can be used to create a tessellation with rotational symmetry.
(548) The concept of a triangle can be defined extensionally as a three-sided polygon.
(549) The convex polygon is often used in computer graphics to represent simple shapes.
(550) The convex polygon is a fundamental concept in computational geometry algorithms.
Polygon meaning
Polygon is a versatile word that can be used in various contexts to describe a geometric shape or a concept related to it. Here are some tips on how to use the word "polygon" effectively in sentences:
1. Definition: When introducing the word "polygon" for the first time, it is essential to provide a clear definition.
For example, "A polygon is a closed figure with straight sides, typically consisting of three or more line segments."
2. Basic sentence structure: To use "polygon" in a basic sentence, start with a subject, followed by a verb, and then incorporate the word. For instance, "The artist drew a polygon on the canvas."
3. Describing polygons: To provide more details about a specific polygon, you can use adjectives to describe its characteristics.
For example, "The irregular polygon had varying side lengths and angles."
4. Polygon types: There are different types of polygons, such as triangles, quadrilaterals, pentagons, hexagons, and so on. When discussing a specific type, make sure to mention it explicitly. For instance, "The hexagon is a polygon with six sides and six angles."
5. Polygon properties: Polygons have unique properties that can be highlighted in sentences.
For example, "The sum of the interior angles of any polygon is equal to (n-
2. 180 degrees, where n represents the number of sides."
6. Real-life examples: To make the word "polygon" more relatable, incorporate it into sentences that describe real-life situations. For instance, "The city park features a playground with colorful polygon-shaped structures for children to climb on."
7. Mathematical applications: Since polygons are commonly used in mathematics, you can use the word in sentences related to geometry or calculations.
For example, "The architect used polygons to design the floor plan of the building."
8. Comparisons: To highlight the uniqueness of a particular polygon, you can compare it to other shapes or objects. For instance, "The star-shaped polygon stood out among the other regular polygons in the pattern."
9. Historical or cultural references: If relevant, you can incorporate historical or cultural references into sentences involving polygons.
For example, "The ancient Egyptians used polygons extensively in their architectural designs, as seen in the pyramids."
10. Visual aids: When explaining polygons, it can be helpful to use visual aids such as diagrams or illustrations. In sentences, you can refer to these aids to enhance understanding.
For example, "As shown in the diagram, the polygon has equal side lengths." Remember, the key to effectively using the word "polygon" in sentences is to provide clear definitions, use appropriate adjectives, and relate it to real-life examples or mathematical concepts. By following these tips, you can confidently incorporate the word "polygon" into your writing or conversations.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Polygon. They do not represent the opinions of TranslateEN.com.