Concave Polygon in a sentence
Antonym: convex polygon
Meaning: A polygon with at least one interior angle greater than 180 degrees, causing a "cave" effect.
(1) The convex hull of a concave polygon is a convex polygon.
(2) A concave polygon can have both concave and convex angles.
(3) A concave polygon can have both concave and straight sides.
(4) A concave polygon can have an odd number of concave angles.
(5) A concave polygon can have an even number of concave angles.
(6) The concave polygon's interior angles can form a concave arc.
(7) A concave polygon can have a mix of concave and convex edges.
(8) A concave polygon can have an uneven number of concave angles.
(9) The concave polygon's interior angles can form a concave loop.
(10) The concave polygon's interior angles can form a concave curve.
Concave Polygon sentence
(11) The concave polygon's interior angles can intersect each other.
(12) A concave polygon can have a mix of concave and straight sides.
(13) The concave polygon's sides may intersect within its boundaries.
(14) A concave polygon can have an infinite number of concave angles.
(15) A concave polygon can have a mix of concave and straight angles.
(16) The convex hull of a concave polygon is always a convex polygon.
(17) The concave polygon's interior angles are not all facing outward.
(18) A concave polygon can have an irregular number of concave angles.
(19) The brachydiagonals of a concave polygon may intersect externally.
(20) The concave polygon's interior angles are greater than 180 degrees.
Concave Polygon make sentence
(21) The concave polygon's interior angles can vary in size and measure.
(22) The concave polygon's interior angles can create a concave outline.
(23) The concave polygon's curved sides give it a distinct concave shape.
(24) The concave polygon's shape is defined by its inwardly curved sides.
(25) The concave polygon's interior angles can create a concave boundary.
(26) The concave polygon's sides form concave angles within its structure.
(27) The concave polygon's interior angles bend inward instead of outward.
(28) A concave polygon can have a combination of concave and convex sides.
(29) A concave polygon can have a combination of concave and convex curves.
(30) The concave polygon's irregular shape makes it challenging to classify.
Sentence of concave polygon
(31) The concave polygon's sides create concave angles within its structure.
(32) A concave polygon can have a combination of concave and straight lines.
(33) A concave polygon is a shape that has at least one inwardly curved side.
(34) A concave polygon can have multiple concave angles within its structure.
(35) The concave polygon's interior angles can create a cave-like appearance.
(36) The interior angle of a concave polygon can be greater than 180 degrees.
(37) The concave polygon's shape is characterized by its inwardly curved sides.
(38) The concave polygon's interior angles can be acute, obtuse, or right angles.
(39) The concave polygon's interior angles can create unique shapes and patterns.
(40) The concave polygon's interior angles can create a visually interesting shape.
Concave Polygon meaningful sentence
(41) The concave polygon's interior angles are larger than those of a convex polygon.
(42) The irregular shape of a concave polygon makes it difficult to determine its area.
(43) The irregular shape of a concave polygon makes it challenging to calculate its area.
(44) The concave polygon's inwardly curved sides create concave angles within its structure.
(45) The cosines of the angles in a concave polygon can be used to determine if it is regular.
(46) The concave polygon's irregularity makes it difficult to determine its properties accurately.
(47) The concave polygon's irregularity makes it challenging to calculate its perimeter accurately.
Concave Polygon meaning
Concave polygon is a term used in geometry to describe a polygon with at least one interior angle greater than 180 degrees. It is the opposite of a convex polygon, which has all interior angles less than 180 degrees. In this article, we will explore various tips on how to use the phrase "concave polygon" in a sentence correctly.
1. Definition and Introduction: When introducing the term "concave polygon" in a sentence, it is essential to provide a clear definition.
For example, "A concave polygon is a shape with at least one interior angle greater than 180 degrees."
2. Identifying a Concave Polygon: To demonstrate your understanding of the concept, you can use the phrase to identify a specific concave polygon. For instance, "The irregular pentagon displayed concave polygon characteristics due to its interior angle of 220 degrees."
3. Comparing Concave and Convex Polygons: To highlight the distinction between concave and convex polygons, you can use the phrase in a comparative sentence.
For example, "Unlike convex polygons, concave polygons have at least one interior angle greater than 180 degrees."
4. Describing Properties: When discussing the properties of a concave polygon, you can use the phrase to emphasize its unique characteristics. For instance, "The concave polygon exhibited inwardly curving sides, creating a visually striking shape."
5. Real-Life Examples: To provide practical examples, you can incorporate the phrase into sentences that describe concave polygons found in everyday life.
For example, "The roof of the modern architectural marvel resembled a concave polygon, adding a distinctive touch to the building's design."
6. Mathematical Applications: If discussing the mathematical applications of concave polygons, you can use the phrase in sentences that explain their significance. For instance, "Concave polygons play a crucial role in computer graphics, as they allow for the creation of complex shapes and realistic 3D models."
7. Problem-Solving Scenarios: When presenting problem-solving scenarios involving concave polygons, you can use the phrase to set the context.
For example, "To determine the area of the concave polygon, the mathematician employed advanced trigonometric formulas."
8. Historical References: If discussing the historical significance of concave polygons, you can use the phrase in sentences that reference specific events or discoveries. For instance, "The ancient Greek mathematician, Euclid, extensively studied concave polygons and their properties in his renowned work, 'Elements.'"
9. Educational Context: When explaining concave polygons in an educational context, you can use the phrase to provide clear instructions or definitions.
For example, "In geometry class, students were tasked with identifying and classifying various polygons, including concave polygons."
10. Visual Representation: To enhance understanding, you can use the phrase in sentences that describe or refer to visual representations of concave polygons. For instance, "The textbook included detailed diagrams illustrating the construction of concave polygons step by step."
In conclusion, the phrase "concave polygon" is a valuable term in geometry, and using it correctly in sentences can help convey precise information about this specific type of polygon. By following these tips, you can effectively incorporate the phrase into your writing or discussions, ensuring clarity and accuracy.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Concave Polygon. They do not represent the opinions of TranslateEN.com.