The set of rooms which fit the criterion listed above may be found by assigning the independent variables x and y to the two lengths of the room such that xy = 188 and thus y = 188/x. This graph has a domain of R+ (since lengths must be positive) and is a rectangular hyperbola. One possible dimension which satisfies this relationship is (4,47).
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cem=188 inch=74.015748 feet=6.167979
No, 188 is not a perfect square. The nearest perfect squares as 169 and 196.
Since there are 12 inches in one foot, there are 2256 inches in 188 feet.
13.711309200802088
Six feet two inches is 188 cm.