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Geometry is a branch of mathematics that deals with the study of shapes, sizes, properties, and relationships of figures and spaces. In geometry, various symbols are used to represent specific elements, operations, or concepts. Here are some commonly used geometry symbols:
∠ - Angle: This symbol is used to represent an angle. It consists of two rays or line segments joined at a common endpoint, known as the vertex.
∡ - Arc: This symbol is used to represent an arc, which is a portion of the circumference of a circle. It indicates a curved segment between two points on a circle.
△ - Triangle: This symbol represents a triangle, a polygon with three sides and three angles.
⊥ - Perpendicular: This symbol is used to denote perpendicular lines or segments. When two lines or segments are perpendicular, they intersect at a 90-degree angle.
∥ - Parallel: This symbol represents parallel lines or segments. When two lines or segments are parallel, they never intersect and remain equidistant from each other.
∼ - Similarity: This symbol denotes similarity between two geometric figures. When two figures are similar, their corresponding angles are equal, and the ratios of their corresponding sides are proportional.
∆ - Delta: This uppercase Greek letter delta is often used to represent a change in a geometric quantity. It can be used, for example, to represent a change in the value of a variable or a change in the position of a point.
∇ - Nabla: This symbol is known as nabla or del and represents a vector differential operator. It is commonly used in vector calculus to represent operations such as gradient, divergence, and curl.
∠Geometry - Angle Geometry: This notation is used to represent a specific angle in a geometric figure. The three-letter combination denotes the vertex of the angle, with the first letter being the vertex itself.
||AB|| - Length of AB: This notation represents the length of a line segment AB. The double vertical bars indicate the magnitude or length of the segment.
∡ (Measured angle)
∥ (Parallel lines)
⊥ (Perpendicular lines)
≈ (Approximately equal)
≠ (Not equal)
∇ (Nabla symbol, often used in vector calculus)
∑ (Summation symbol)
∫ (Integral symbol)
√ (Square root)
⊕ (Direct sum)
⊗ (Tensor product)
⊆ (Subset or equal to)
⊇ (Superset or equal to)
These are just a few examples of geometry symbols commonly used in mathematics and geometric representations. Understanding and using these symbols correctly can enhance communication and understanding within the field of geometry.