The diameter of the first circle is 2 times the radius of the second circle.

The diameter of the first circle is 2 times the radius of the second circle. Is it possible to place these circles so that one of them fits completely into the other.

Find the radius R1 of the first circle. It is equal to half its diameter:

R1 = D1 / 2.

From the condition of the problem, the diameter of the first circle is 2 times the radius R2 of the second circle:

D1 = 2 * R2.

Substitute D1 in the first formula:

R1 = D1 / 2 = 2 * R2 / 2 = R2.

Thus, 2 circles have equal diameters, so one of them cannot be completely placed inside the other. With the same center of the circle, their lines will coincide. If the centers of the circles do not coincide, then the circles will intersect each other.



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