Question

complete the sentence. two squares can intersect in ______. a triangle a point a line a ray

Explanation:

To determine how two squares can intersect, we analyze each option:

• A triangle: Squares have four - sided, right - angled, and parallel - sided structures. Their intersection cannot form a three - sided triangle as the intersection of two quadrilaterals (squares) will have a number of sides related to the intersection of their edges, and a triangle is not possible.
• A point: If two squares touch at a single vertex (corner) or a single point on their edges, they can intersect at a point. For example, a square rotated and placed such that only one of its vertices touches another square at a single point.
• A line: A line is infinite in both directions, but the intersection of two squares (which are bounded figures) can be a line segment, not a line (in the geometric sense of an infinite line).
• A ray: A ray has one endpoint and is infinite in one direction. The intersection of two bounded squares cannot form a ray as rays are unbounded in one direction and squares are bounded.

Answer:

B. a point