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A rectangle of perimeter 44 is partitioned into 5 congruent rectangles as indicated in the diagram. What would be the perimeter of each of the congruent rectangle.
Let the length of each small rectangle be L and breadth be B,
=== 2L==3B and 2*(L+B) + 2L + 3B = 44
solving we get B=4 and L=6
Hence perimeter of each small rectangle will be 2*(L+B)==2*(10)==20
We cut a rectangle into 16 smaller rectangles. We know the area of seven rectangles (as shown in the figure).
What is the area of the yellow rectangle?
A right trapezoid is partitioned into 4 triangles by its diagonals, as shown:
Which colored region has a largest area?
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