Final answer:
In the statement, the 'rectangle’ is considered as the hypothesis. The conclusion derived from this premise is that the rectangle 'must have four congruent angles'. This accurately represents the geometric definition of a rectangle where each angle measures 90 degrees.
Step-by-step explanation:
In the statement "A rectangle must have four congruent angles", the hypothesis is "A rectangle" and the conclusion is "must have four congruent angles".
From a geometry perspective, the hypothesis serves as the premise that you begin with - in this case, the condition that the shape in question is a rectangle. Following the hypothesis, the conclusion is the outcome or result that is derived from the initial premise - in this case, that this shape (a rectangle) must have four congruent (equal) angles.
This statement is a factual representation of the geometric definition of a rectangle. In a rectangle, all of its angles are congruent, meaning each angle measures 90 degrees. Thus, the statement correctly provides a key characteristic of rectangles in connection to their angle measurements.
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