A piece of decorative wire is bent into the shape of a rectangle. Its breadth is \(x\) cm and its length is \(3\) cm more than twice its breadth.
Find an expression, in terms of \(x\), for
the length of the rectangle,
[1]the perimeter of the rectangle.
[1]The same piece of wire is then bent to form a square of area \(144\text{ cm}^2\).
Find the perimeter of the square.
[1]Hence, form an equation in \(x\) and solve it.
[2]Find the area of the original rectangle.
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