Shape D is twice the area of Shape C. Shape D can be perfectly covered using Shapes C and E, showing that Shapes C and E together form the area of Shape D.
Class 6 Mathematics Ganita Prakash Perimeter and Area
Class 6 Mathematics Chapter 6 Perimeter and Area question answer
Shape D is twice as large as Shape C. By placing the pieces together, we see that Shape D can be entirely formed by combining Shapes C and E. This indicates that Shapes C and E are equal in area, and their combined areas equal that of Shape D. Thus, Shape D represents the total area of two smaller identical pieces, making its size double that of a single Shape C or E.
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