Interpret the model to determine the fraction used to divide 3/8 .
To interpret the model to determine the fraction used to divide 3/8, we need to visually analyze the model.
It is important to note that without a specific model in the question, it is difficult to provide a definite interpretation. However, we can make assumptions based on common models used for division fractions.
One common model used for division of fractions is the area model. In this model, we represent fractions as rectangles. To divide 3/8, we need to divide the rectangle representing 3/8 into equal parts.
Assuming we have a rectangle representing 3/8, we can divide it into 3 equal parts horizontally. Each of these parts would then represent ⅛ or one-eighth of the original rectangle.
Therefore, based on this interpretation, the fraction used to divide 3/8 would be 1/8 or one-eighth.