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There is no direct relationship between the area of an object and its linear dimensions.

Consider the following:

Suppose the length of the blanket, in inches, is any number L which is greater than sqrt(86 sq inches) = 9.27 inches approx.

Let W = 86/L inches.

Then a blanket with Length L and Width W will have an area of L*W = L*(86/L) = 86 sq inches.

Since L can have any one of an infinite number of values, the dimensions of the blanket are indeterminate.

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Q: What would the inches be if a blanket that was 86 inches square?
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