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Answer: Probably, the smallest shape in geometry is a circle.
Answer and Explanation: The geometrical shape that has the smallest surface area to volume ratio is a sphere.
The triangle with perimeter one unit has the smallest area, followed by the square, then the hexagon and finally the circle.
0:00 5:30 We have the minimum of the parameter. And the perimeter of this rectangle is just 2x. Plus 2y likeMoreWe have the minimum of the parameter. And the perimeter of this rectangle is just 2x. Plus 2y like this. And then we look here divide both sides by x. So we can get y being equal to 1000.
For each measured dimension, we find the upper and the lower bounds by adding and subtracting the error measurement to the measured value, respectively. Step 2: The minimum possible area of a given shape, A m i n i m u m , is the area computed using the lower bounds of the measurements from Step 1.
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The sphere has the smallest surface area of all surfaces that enclose a given volume, and it encloses the largest volume among all closed surfaces with a given surface area.
The geometrical shape that has the smallest surface area to volume ratio is a sphere.

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