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Question

An illustration shows a 10 row by 11 column grid with four 4-sided polygons graphed on it. The polygons are labeled figure 1, figure 2, figure 3, and figure 4. The figure 1 polygon has 4 sides. None of the sides are parallel. Two of the adjoining sides are of the same length. The other 2 adjoining sides are of the same length but longer than the first 2 sides. The top and bottom bases of figure 2 are of the same length and are parallel. The left and right sides are of the same length and are parallel. The figure 3 polygon has 4 sides. None of the sides are parallel. Two of the adjoining sides are of the same length. The other 2 adjoining sides are of the same length but longer than the first 2 sides. The top and bottom bases of figure 4 are parallel. The left and right sides are of the same length, but the sides are not parallel.
Which figure can be obtained by transforming figure 1?

(1 point)
figure
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Answer 1

Based on the descriptions provided for the figures:

• Figure 1: A quadrilateral with no parallel sides and two pairs of adjoining sides where one pair is shorter than the other.
• Figure 2: A trapezoid with parallel sides and equal-length non-parallel sides.
• Figure 3: Similar to Figure 1, also a quadrilateral with no parallel sides and similar length conditions for sides.
• Figure 4: A trapezoid with parallel top and bottom, but non-parallel left and right sides.

Since both Figures 1 and 3 share the property of having no parallel sides and the same side length conditions, Figure 3 can be obtained by transforming Figure 1 through manipulation such as rotation or reflection.

Therefore, the answer is figure 3.