VOLUME PRISMA SEGITIGA

FASE C KELAS VI
[b]KOMPETENSI DASAR[br][/b]3.6 Membandingkan prisma, tabung, limas, kerucut dan bola.[br]4.6 Mengidentifikasi prisma, tabung, limas, kerucut, dan bola.[br][br][b]INDIKATOR[/b][br]1.    Menjelaskan pengertian prisma[br]2.    Menyebutkan macam-macam prisma[br]3.    Menjelaskan unsur-unsur prisma segitiga[br]4.    Menghitung volume prisma segitiga[br][br][b]TUJUAN PEMBELAJARAN[/b]: [br]1.    Melalui media geogebra, siswa dapat menjelaskan pengertian prisma dengan benar.[br]2.    Melalui media geogebra, siswa dapat menyebutkan macam-macam prisma dengan tepat.[br]3.    Melalui media geogebra, siswa dapat menjelaskan unsur-unsur prisma segitiga dengan benar.[br]4.    Melalui media geogebra, siswa dapat mengitung volume prisma tegak segitiga dengan tepat.[br][br][b]MATERI PRASYARAT[/b]: Peserta didik telah memahami luas segitiga
[b][size=150][color=#0000ff][center][/center][left][size=200]1. PENGERTIAN PRISMA[/size][/left][/color][/size][/b]
Prisma adalah bangun ruang yang punya bidang alas dan bidang atas sejajar serta kongruen.
[justify]Kenapa sejajar dan kongruen? [/justify]Karena sisi lainnya berupa sisi tegak berbentuk persegi atau persegi panjang[br]
[b][size=150][color=#0000ff][center][/center][left][size=200]2. MACAM-MACAM PRISMA[/size][/left][/color][/size][/b]
Perhatikan gambar berikut!
(kiri) Prisma Segitiga, Prisma Segiempat, Prisma Segilima, Prisma Segienam (kanan)
Penamaan untuk prisma, disesuaikan dengan bentuk alas dan atapnya.[br]Apabila alas dan atapnya berbentuk segitiga maka penamaannya adalah prisma segitiga.
[b][size=150][color=#0000ff][center][/center][justify][size=200]3. UNSUR-UNSUR PRISMA SEGITIGA[/size][/justify][/color][/size][/b]
Pelajari applet berikut ini untuk lebih memahami tentang unsur-unsur prisma segitiga
[b][size=150][color=#0000ff][center][/center][justify][size=200]4. MENGHITUNG VOLUME PRISMA SEGITIGA[/size][/justify][/color][/size][/b]
Pelajari applet berikut untuk memahami volume prisma segitiga!
[b][size=150][color=#0000ff][center][/center][justify][size=200]VIDEO PEMBELAJARAN[/size][/justify][/color][/size][/b]
Perhatikan penjelasan video berikut ini, agar semakin paham mengenai materi volume prisma segitiga!
[b][size=150][color=#0000ff][center][/center][justify][size=200]Latihan Soal[/size][/justify][/color][/size][/b]
Nomor 2
Betuk sisi tegak prisma segitiga adalah ....
Nomor 1
Berapa banyak titik sudut pada bangun prisma segitiga?
Nomor 3
Berapa banyak rusuk bangun prisma segitiga?
Nomor 4
 Sebuah prisma segitiga mempunyai panjang alas 25 cm, tinggi 14 cm. Jika tinggi prisma 22 cm, maka volumenya .... cm³
Nomor 5
Volume gambar tersebut adalah ....[br][img]data:image/png;base64,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[/img]
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