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Area and Perimeter Practice Test
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Q1
A garden patio is a rectangle ($L=8\text{ m}, W=8\text{ m}$) with a semicircular seating area (radius $4\text{ m}$) attached along one full side and a right triangular planter (legs $8\text{ m}$ and $6\text{ m}$) attached along the opposite $8\text{ m}$ side. Both additions extend outward from the rectangle. The shared attachment edges are not part of the exterior boundary. Use $\pi\approx3.14$ and compute total paving area in square meters. Calculate the total area of the composite shape described.
A garden patio is a rectangle ($L=8\text{ m}, W=8\text{ m}$) with a semicircular seating area (radius $4\text{ m}$) attached along one full side and a right triangular planter (legs $8\text{ m}$ and $6\text{ m}$) attached along the opposite $8\text{ m}$ side. Both additions extend outward from the rectangle. The shared attachment edges are not part of the exterior boundary. Use $\pi\approx3.14$ and compute total paving area in square meters. Calculate the total area of the composite shape described.