Melisa will stack 10 circular cardboards with radii $1\text{ cm}, 2\text{ cm}, 3\text{ cm}, \cdots, 10\text{ cm}$ on a table with their centers coinciding, where each has a different natural number radius.
In how many different ways can Melisa arrange them so that when viewed from above, exactly one of the circles is completely hidden?
A) 36
B) 40
C) 45
D) 48
E) 54