1.

The area of a room is \(65\frac{1}{4}\,m^2.\) If its breadth is \(5\frac{7}{16}\) meters, what is its length?

Answer»

Area of room \(=65\frac{1}{4}\,m^2\)

Breadth of room \(=5\frac{7}{16}\,m\)

Length of room = Area of room \(\div\) Breadth of room

\(=65\frac{1}{4}\,m^2\div5\frac{7}{16}\,m\)

\(=\frac{261}{4}\,m^2\div\frac{87}{16}\,m\)

\(=\frac{261}{4}\,m^2\times\frac{16}{87}\,m\)

\(=\frac{4176}{348}\,m\)

\(=12\,m\)



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