Final answer:
The area of a rectangle, given as 18-6n, can be achieved by the dimensions (6-n) x 3 or (1) x (18-6n), for these products equal 18-6n.
Step-by-step explanation:
The area of a rectangle is calculated by multiplying its length by its width. As we know the area of the rectangle is given by the equation 18-6n and that can be set equal to the product of its length and width.
For instance, two possible sets of dimensions can be (6-n) x 3, given that (6-n) x 3 = 18-6n, or (1) x (18-6n), given that 1 * (18-6n) = 18-6n. In both these cases, we have dimensions that when multiplied give an area equal to 18-6n.
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