Final Answer:
The answer is d) 16 square units. This is determined by applying the formula for the area of a rectangle, where the product of the length and width corresponds to the given options, with the most suitable combination being AB and BC each equal to 4 units.
Step-by-step explanation:
To calculate the area of a rectangle, we use the formula
In the case of rectangle ABCD, assuming AB as the length and BC as the width, the area is given by
. Without specific numerical values provided for AB and BC, we cannot perform precise calculations. However, the given answer options can be analyzed to determine the most suitable one.
Considering the provided options, the area of 16 square units (option d) is achievable by having AB and BC each equal to 4 units, or any other combination that yields their product as 16. The selection of option d) aligns with the typical dimensions of a rectangle where both sides are equal to 4 units, resulting in a total area of
square units. Therefore, option d) is the correct answer.
Understanding the relationship between length, width, and area is fundamental in solving geometric problems. In this case, recognizing the formula for the area of a rectangle and applying it to the given configuration leads to the identification of the correct answer.
So correct option is d) 16 square units.