Indicate the correct answer
The next quadrilateral is:
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Indicate the correct answer
The next quadrilateral is:
To determine the type of quadrilateral depicted, let us analyze its geometric properties.
In conclusion, by confirming these properties, we identify the quadrilateral as a Convex deltoid.
Thus, the correct answer is: Convex deltoid.
Convex deltoid
Indicate the correct answer
The next quadrilateral is:
Look for two pairs of equal adjacent sides! In this figure, sides AB and AD appear equal, and sides CB and CD appear equal. This is the key defining property of a kite.
A convex kite has all interior angles less than 180°, making it 'bulge outward.' A concave kite has one interior angle greater than 180°, creating an inward dent or 'arrowhead' shape.
Kites have one line of symmetry along their main diagonal! This diagonal connects the vertices where unequal sides meet and bisects the other diagonal at right angles.
Yes! When all four sides are equal, the kite becomes a special case called a rhombus. So every rhombus is technically a kite, but not every kite is a rhombus.
Look for the vertex angle (where unequal sides meet) and the non-vertex angles (where equal sides meet). In this kite ABCD, A and C are vertex angles.
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