[br]Bola merupakan bangun ruang yang terbentuk dari hasil putaran[br]satu putaran penuh sebuah lingkaran dengan poros diameternya. Bola hanya[br]memiliki sebuah sisi lengkung dan tidak memiliki titik sudut.[br][br][b][color=#1e84cc]Unsur-unsur bola[/color][/b][br]a. Jari -jari bola[br]b. Titik pusat[br]c. Siameter bola[br]d. Sisi lengkung[br][br][img]data:image/png;base64,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[/img][br]