True or false:
There is only one right angle in rectangle.
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True or false:
There is only one right angle in rectangle.
To determine whether the given statement is true or false, we must rely on the fundamental properties of a rectangle.
A rectangle is a type of quadrilateral that has the following defining properties:
Based on these properties, each angle in a rectangle is always a right angle. Therefore, contrary to the statement given, a rectangle does not have only one right angle; in fact, it has four right angles.
Thus, the statement "There is only one right angle in a rectangle" is False.
False
True or false?
One of the angles in a rectangle may be an acute angle.
A rectangle is special because ALL four of its angles are right angles (). Other quadrilaterals like parallelograms or trapezoids can have different angle measurements.
A rectangle has exactly four right angles - one at each corner! This is what defines it as a rectangle. Each angle measures precisely .
No! If a quadrilateral has only one right angle, it cannot be a rectangle. Rectangles must have all four angles as right angles to qualify as rectangles.
This is the definition of a rectangle! Just like a triangle must have three sides, a rectangle must have four right angles. It's one of the fundamental properties that makes it a rectangle.
Both rectangles and squares have four right angles. The difference is that squares also have all four sides equal in length, while rectangles only need opposite sides to be equal.
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