Final answer:
The student is seeking help with fractions, specifically regarding identifying a fraction close to 1/5 from a given set of pieces. To find an answer, one must consider how to divide an object into equal parts and select the number of parts that correspond to 1/5, exactly like slicing a pie into equal slices.
Step-by-step explanation:
The question from the student involves identifying which piece or collection of pieces depicted in a given square represents a fraction close to 1/5. To provide context, imagining fractions such as one-half or one-third in relation to a whole, like a pie, can help one intuitively understand and compare different fractional values.
In terms of providing an answer to the student's question, one must think in terms of dividing the square into equal parts and selecting the right number of parts to approximate the fraction 1/5. For instance, if one pie can be sliced into five pieces, taking one of those pieces would represent 1/5 of the pie. Similarly, taking one piece from three pies cut into five equal slices each will also represent 1/5 of a pie as the pieces are of equal size.
To illustrate this with an example, if a pie is divided into 10 equal slices and you select 2 slices, this would be equivalent to 1/5 of the pie (because 2 is one-fifth of 10). However, the exact configuration of the pieces on the square would need to be analyzed to determine the most suitable choice that represents 1/5.