3. Razonamiento Geométrico: Área y Volúmen - #ProfeDanielLlinas

Introduction to the concept of area in geometry, discussing the distinction between length and area, and explaining how it refers to the quantity of surface enclosed by a closed flat geometric figure.

Comparison between perimeter and area in geometric figures, highlighting that while perimeter refers to the measurement of the boundary, area refers to the surface enclosed by a flat closed geometric figure.

Explanation of units of area within the International System of Units, including square meters, square decimeters, square centimeters, and square millimeters, highlighting the relationship between different units of area and their conversion.

Demonstration of how to convert units of area from one to another within the same category (e.g., square meters to square kilometers) by multiplying or dividing based on the unit size difference.

Guidance on how to calculate the area of known geometric figures such as squares, triangles, and circles by applying established formulas like length times width or base times height, emphasizing the importance of units consistency for accurate calculations.

Technique for calculating the area of irregular figures by dividing them into recognizable shapes like triangles or rectangles, calculating the individual areas, and summing them up to find the total area of the irregular figure.

Transition from area to volume in three-dimensional geometric bodies, explaining the concept of volume as the space enclosed by a geometric body and the units and conversion process involved in volume measurements.