Find the area of a square circumscribed about a circle of radius 14. Together with the condition.

A square is a regular quadrangle with all sides equal.
The area of a square circumscribed about a circle with radius r can be found by the formula:
S = 4 * r²,
where r is the radius of a circle inscribed in a square.
Substitute the data on the condition of the value in the formula and find the area of a square described around a circle of radius 14:
S = 4 * 14² = 4 * 196 = 784 (conventional square units).
Answer: S = 784 conventional square units.