Yes, it is because a square is a quadrilateral with all the the four sides congruent, but the parralelogram is also a quadrilateral with the two by two sides congruent, that means the square is a parallelogram.
Yes! a square is a parallelogram. Look below in the picture for experimental proof:
Yes, a square is a type of parallelogram because it meets all the properties of a parallelogram: opposite sides are equal, and opposite angles are equal. Therefore, it is accurate to classify a square as a specific case of a parallelogram.
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Jawaban - Notasi Pembentuk Himpunana. A = {a, i, u, e, o} → A = { x | x adalah huruf vokal dalam alfabet }b. B = {1, 3, 5, 7, 9, ..., 21} → B = { x | x bilangan ganjil, 1 ≤ x ≤ 21 }c. C = Himpunan bilangan cacah genap tidak lebih dari 35 → C = { x | x bilangan cacah genap, x ≤ 35 }d. D = Himpunan bilangan prima antara 30 dan 50 → D = { x | x bilangan prima, 30 < x < 50 } (Catatan: Bilangan prima antara 30 dan 50 adalah: 31, 37, 41, 43, 47) Jadi bisa juga ditulis: D = { x | x ∈ {31, 37, 41, 43, 47} }