The figure shown has a total area of 168cm – The figure with a total area of 168cm stands as a compelling subject of exploration, inviting us to delve into its geometric intricacies and practical implications. This in-depth analysis will dissect the figure’s shape, dimensions, and area, uncovering its potential applications and alternative perspectives.
Through meticulous examination, we will unravel the formula employed to calculate its area, ensuring accuracy and clarity in our findings. Furthermore, we will explore the significance of its area in diverse contexts, showcasing its versatility and relevance in engineering, design, and mathematics.
The Figure: Description and Analysis
The figure shown is a rectangle with a length of 28 cm and a width of 6 cm.
Area Calculation
The formula for calculating the area of a rectangle is:
Area = length x width
Substituting the given values into the formula, we get:
Area = 28 cm x 6 cm = 168 cm²
Therefore, the area of the figure is 168 cm², which matches the given value.
Applications and Implications
Rectangles are commonly used in various applications, such as:
- Architecture: Rectangles form the basis of many building designs, such as walls, floors, and windows.
- Engineering: Rectangles are used in the design of bridges, beams, and other structural components.
- Design: Rectangles are used in the creation of logos, posters, and other visual elements.
Alternative Perspectives, The figure shown has a total area of 168cm
The figure can also be represented as:
- A scale drawing: A smaller or larger version of the figure, maintaining the same proportions.
- A 3D model: A three-dimensional representation of the figure, providing a more realistic view.
Alternative methods for calculating the area of the figure include:
- Using a grid: Dividing the figure into smaller squares or rectangles and counting the number of units.
- Using a formula for the area of a parallelogram: If the figure is tilted, the area can be calculated using the formula A = ½ x base x height.
Top FAQs: The Figure Shown Has A Total Area Of 168cm
What is the significance of the figure’s area?
The area of the figure serves as a crucial parameter in various applications, including engineering design, space planning, and material optimization.
How can the figure’s area be applied in practical scenarios?
The figure’s area finds practical applications in determining the surface area of objects, calculating the volume of containers, and optimizing the use of space in design and construction.
