The area of a rectangle with a length of $121\text{m}$ is the same as that of a square with a side of $44\text{m}$. Find the width of the rectangle.

Given:Length of the rectangle ($l$) = $121\text{m}$ Side of the square ($a$) = $44\text{m}$ Area of the square is given by:
$$\text{Area of square}=a^2=44\times 44=1936{\text{m}}^2$$
Area of the rectangle is given by:
$$\text{Area of rectangle}=\text{length}\times \text{width}=l\times w$$
Since the areas are equal:
$$121\times w=1936$$
$$w=\frac{1936}{121}=16\text{m}$$