Answer:
Step-by-step explanation:
The information about pi (3.14) is only relevant if the figure is a circle. However, with just sides of 4cm and no other details about the shape, we cannot definitively determine the area.
Here are the possibilities:
Square: If the figure is a square, the area would be simple to calculate:
Area of Square = side²
Area of Square = 4cm * 4cm = 16 cm²
Circle (assuming it's inscribed in a square): If the figure is a circle inscribed in a square with sides of 4cm, we would need to find the radius first. The radius of an inscribed circle is equal to the side of the square divided by 2.
Radius = 4cm / 2 = 2cm
Then, we can calculate the area of the circle:
Area of Circle = π * radius²
Area of Circle = 3.14 * 2cm * 2cm ≈ 12.56 cm² (round to two decimal places)
Conclusion:
Without additional information about the shape, we cannot determine the exact area. It could be 16 cm² (if it's a square) or approximately 12.56 cm² (if it's a circle inscribed in a square).
