You are given a figure (X) followed by four alternative figures (1), (2), (3)…

Concept: An embedded-figure question asks which alternative figure contains the given figure (X) as one continuous, unbroken part — matching its exact shape, size, and orientation — even when other lines cross or overlap it. Solve it by tracing the path of figure (X) through each alternative without letting any intersecting line break the trace.

Application: Figure (X) is a single rounded capsule bar running diagonally from the lower-left corner of its box to the upper-right corner. Checking each alternative for an unbroken bar of that same length, width, and diagonal angle: figure 2 is a woven X built from four such capsule bars crossing one another, and the bar that runs from the lower-left corner straight through to the upper-right corner can be traced without interruption — it is exactly figure (X), unchanged in shape, size, and angle.

• Figure 1's bar curls back into a hairpin fold before it reaches the corner, breaking the straight run figure (X) needs.

• Figure 3's bar bends into a J-shaped hook partway along, so it is never straight for the full length.

• Figure 4's bars all curl into small loops at each crossing point of the diamond weave, so none stays straight long enough to match.

Cross-check: only the bar traced in figure 2 keeps the same unbroken diagonal length, width, and angle as figure (X), confirming it as the only alternative containing the embedded figure.

Hence, the correct alternative is figure (2).