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How is the total number of rectangles in a complex figure typically calculated?
  • a)
    By counting each edge
  • b)
    By adding up the base numbers of smaller rectangles
  • c)
    By measuring the perimeter
  • d)
    By dividing the area by the number of edges
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
How is the total number of rectangles in a complex figure typically ca...
Counting rectangles often involves summing the base numbers of smaller rectangles formed by the lines.
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How is the total number of rectangles in a complex figure typically ca...
Total Number of Rectangles in a Complex Figure
Calculating the total number of rectangles in a complex figure involves understanding how rectangles can be formed by combining smaller rectangles or grid sections within the figure. Here's a detailed explanation:
Understanding Rectangles in a Figure
- Rectangles are defined by their width and height.
- In a complex figure, these dimensions can often be derived from smaller rectangles that make up the overall shape.
Counting Method
- Identify Smaller Rectangles: Break down the complex figure into recognizable smaller rectangles.
- Base Numbers: Each smaller rectangle contributes to the total count. For example, if a figure includes 3 smaller rectangles, you start with a base count of 3.
Adding Up
- Combining Counts: Once you have the base count of smaller rectangles, you can add these counts together.
- Overlap Consideration: Ensure that overlapping rectangles are not double-counted, as they should only be considered once in the total.
Conclusion
- By adding up the base numbers of smaller rectangles, you can effectively determine the total number of rectangles in the complex figure.
- This method not only simplifies the counting process but also ensures accuracy by focusing on distinct rectangles rather than edges or perimeter measurements.
This systematic approach allows for a clear and organized calculation of rectangles within any complex figure, making option 'B' the correct answer in determining the total number of rectangles.
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