vuông góc

vuông góc

Hai đường thẳng vuông góc cắt nhau tại một điểm.

Definition
  1. Adjective (Geometry):

    • Perpendicular: Describing two lines, planes, or a line and a plane that meet at a 90-degree (right) angle.
    • Rectangular: Describing a shape or figure that contains a right angle, such as a right-angled triangle.
  2. Adjective (General):

    • Orthogonal: A more technical term used in mathematics, engineering, and computer science to describe perpendicularity or statistical independence.
Usage Examples
  • Adjective:
    • Hai đường thẳng này vuông góc với nhau. (These two lines are perpendicular to each other.)
    • Một tam giác vuông một góc vuông góc. (A right triangle has one right angle.)
    • Các trục tọa độ được đặt vuông góc. (The coordinate axes are placed orthogonally.)
Advanced Usage
  • In linear algebra, vectors are described as "vuông góc" (orthogonal) if their dot product is zero.

    • Hai vector này vuông góc tíchhướng của chúng bằng không. (These two vectors are orthogonal because their dot product is zero.)
  • In technical drawings, the symbol "⏊" is used to denote a "vuông góc" (perpendicular) condition between features.

Variants and Related Words
  • Góc vuông (n): A right angle (a 90-degree angle).

    • Hình vuông bốn góc vuông. (A square has four right angles.)
  • Đường vuông góc (n): A perpendicular line.

    • Vẽ một đường vuông góc từ điểm A đến đường thẳng BC. (Draw a perpendicular line from point A to line BC.)
  • Tính vuông góc (n): Perpendicularity (the quality or state of being perpendicular).

Synonyms
  • Perpendicular: Meeting at a right angle.
  • Orthogonal: A formal synonym, especially in technical contexts.
  • Normal: Often used to describe a line perpendicular to a surface or tangent.
Related Idioms and Phrases
  • Cắt nhau vuông góc: To intersect perpendicularly.

    • Đường phố cắt nhau vuông góc tạo thành các ô bàn cờ. (The streets intersect perpendicularly, forming a grid pattern.)
  • Vuông góc đồng phẳng: Perpendicular and coplanar (a description of geometric relationships).

Proverbs and Idioms