Geometric Formulas for Planimetry
This page provides a concise overview of essential geometric formulas for various shapes, serving as an excellent resource for students studying planimetria or preparing for mathematics exams. The formulas presented cover the calculation of area and perimeter for common geometric figures.
Highlight: This page serves as a comprehensive planimetria wzory ściąga, offering quick access to key formulas for geometric calculations.
The page begins with the formula for a square, presenting both its area and perimeter calculations. It then progresses through other shapes, including rectangles, parallelograms, right triangles, trapezoids, and kites (deltoids).
Vocabulary: Planimetria refers to the study of plane geometry, focusing on two-dimensional shapes and their properties.
For each shape, the page provides a clear visual representation alongside the corresponding formulas. This visual aid helps students better understand the relationship between the shape's dimensions and the formulas used to calculate its properties.
Example: For a square with side length a, the area is calculated as P = a², and the perimeter as Ob = 4a.
The formulas presented include:
- Square (Kwadrat): Area and perimeter
- Rectangle (Prostokąt): Area and perimeter
- Parallelogram (Równoległobok): Area and perimeter
- Right Triangle (Trójkąt prostokątny): Area and perimeter
- Trapezoid (Trapez): Area and perimeter
- Kite/Deltoid (Deltoid): Area and perimeter
Definition: The perimeter (Ob) is the distance around the shape, while the area (P) represents the space enclosed within the shape's boundaries.
This planimetria wzory pdf equivalent provides a quick and easy reference for students working on geometry problems or preparing for exams. It's particularly useful for those studying planimetria at the high school level, offering a concise yet comprehensive overview of essential formulas.
Quote: "Geometry is the foundation upon which all mathematical reasoning is built." - This page embodies this principle by providing the fundamental building blocks for geometric calculations.