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Answer to Question #17598 in Real Analysis for Zoe
Question #17598
A store advertises a circular Rug as being 4.9m2. Travis wants a rug to fit a rectangular space that is 2.6m by 2.6m. Will the rug fit?
Expert's answer
Diameter of a rug is
D = 2√(4.9[m²]/π) ≈ 2.498.
The diagonal length of the rectangular space that is 2.6m by 2.6m is
L = √((2.6[m])² + (2.6[m])²) ≈ 3.677
We see that
D<L,
therefore the rug won't fit.
D = 2√(4.9[m²]/π) ≈ 2.498.
The diagonal length of the rectangular space that is 2.6m by 2.6m is
L = √((2.6[m])² + (2.6[m])²) ≈ 3.677
We see that
D<L,
therefore the rug won't fit.
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