Final answer:
To identify which circle contains the point (1, 4), the circle's equation or graphical analysis is needed. Without details of the circles' centers and radii, we can't determine which circle includes the point.
Step-by-step explanation:
To determine which circle contains the point (1, 4), one would typically refer to the equation of a circle or graphically analyze the position of the point relative to the circle's center and compare it to the circle's radius. The provided information suggests a context where the circle is within a square, and various calculations pertaining to area and perimeter are discussed. However, without specific equations or context for the circles in question, we cannot accurately answer which circle contains the point (1, 4). To solve such problems, we need the center and radius of the circle, then check if the distance from the point to the center is less than or equal to the radius.