Math, asked by karun21, 2 months ago

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Answered by MRDEMANDING
2

   

There seem to be some misprints in the above diagram.  If the park is in the shape of a regular octagon, then distance between parallel sides at boths ends will be  10/√2 + 10 + 10/√2 = 24 meters approximately..

   (Each side of the octagonal park = a = 10m.)

  But in the diagram those dimensions are shown as 26 m and  22 m (width of Grass part).

If the park is NOT a regular Octagon then:

Vertical Sides of the two triangles next to flower beds:

          (26 - 10)/2 = 8 m.

So horizontal sides of those triangles = √(10² - 8²) = 6 m.

Total Area of the two triangles on the right top and bottom:

   = 2 * 1/2 * 6 * 8 = 48 m²

Each Flower bed :

        = rectangle + triangle on the left side

        = (22 - 6 - 6) m X 8 m   +  1/2 * 6 * 8  m²

        = 80 + 24 = 104 m²

Both flower beds (area) = 208 m²

Grass portion = 10 X 22 m = 220 m²

  • Total area of the park = 208 + 220 + 48 = 476 m²
Answered by itzmesweety
8

Answer:

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