The smallest possible width of the garden is 5 m as the area of the garden is 45 sq. meters and the location for the garden is 9 m long. since the garden has length and width it forms a rectangular shape. The value of width is obtained by applying the formula area of the rectangle which is the product of length and width.
Rectangle has length and width. So, its area is given as the product of its length and width i.e.,
Area = length × width
Here it is given that the length of the garden is 9 m long and the area of the garden is 45 sq. m
On substituting the values in the formula
Area = length × width
⇒ 45 = 9 × width
⇒ width = [tex]\frac{45}{9}[/tex]
∴ width = 5 m
Therefore, the width of the garden with 9 m long, and 45 sq. m of the area is 5 m.
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