Satuan Pendidikan : SMP AL-AZHAR BANDAR LAMPUNG
Guru Mapel : Andi Prayogo,S.Pd
NIK : 198411162015071345
Kelas : 9
Pertemuan Ke : 11
Assalamualaikum Wr Wb,
Apa kabar ananda semua? semoga kita semua dalam lindingan allah SWT aamiin ya robal alamin
Mari sebelum kita muli pembelajaran pada hari ini, mari kita berdoa sebelum belajar,berdoa mulai
semoga setelah kita berdoa kita di beri kelancaran dalam belajar,dan ilmu yang kita pelajari dapat terserap dengan baik,dan berguna bagi kita semua,aamiin yarobal alamin.
Tujuan Pembelajatan :
KOMPETENSI DASAR
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3.2.Memahami variasi dan kombinasi
gerak spesifik dalam berbagai permainan bola kecil sederhana dan atau
tradisional
4.2.Mempraktikkan variasi dan
kombinasi gerak spesifik dalam berbagai permainan bola kecil sederhana dan
atau tradisional
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INDIKATOR MATERI
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§ Mengidentifikasikan berbagai kombinasi gerak permainan
tenis meja.
§ Menjelaskan
berbagai kombinasi gerak permainan tenis meja.
§ Menjelaskan cara melakukan
berbagai kombinasi gerak permainan
tenis meja
§ Melakukan berbagai kombinasi gerak permainan tenis
meja.
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Tujuan Pembelajaran
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- Mengidentifikasikan
berbagai kombinasi gerak permainan tenis meja.
- Menjelaskan berbagai kombinasi gerak permainan tenis
meja.
- Menjelaskan
cara melakukan berbagai kombinasi gerak permainan tenis meja
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Melakukan berbagai kombinasi gerak permainan tenis meja. MATERI PEMBELAJARAN : Aktivitas Pembelajaran 5: Kombinasi Cara Memegang Bet dan Pukulan Servis Forehand dan Backhand dengan Konsisten
Berikut ini dipelajari tentang cara memegang bet dan servis forehand dan backhand dengan konsisten dan tepat dalam berbagai situasi dalam permainan tenis meja sebagai berikut.
Permainan dilakukan menggunakan meja ping-pong menggunakan net, secara berpasangan.
Tugaskan peserta didik untuk membuat kesepakatan dengan teman-teman meraka sebelum bermain, yaitu bahwa selama permainan ini hanya menggunakan pukulan service, forehand, dan backhand kemudian setelah memukul berlari ke lapangan sebelah.
Lakukan permainan ini sampai ada kemajuan
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Gambar 2.28 Aktivitas pembelajaran 5 kombinasi tenis meja
Aktivitas Pembelajaran 6: Kombinasi Pukulan Forehand dan Backhand, Arah Bola Lurus
Berikut ini akan mempelajari tentang keterampilan gerak memukul dengan pukulan forehand dan backhand, cara melakukannya sebagai berikut.
Permainan dilakukan menggunakan meja ping-pong menggunakan net, secara berpasangan. Tugaskan peserta didik untuk melakukan pukulan forehand agak keras sehingga lambungannya agak tinggi. Pantulannya dipukul dengan kuat menggunakan pukulan forehand.
Jika bola hasil pukulan keluar atau menyangkut di net, maka lakukan pergantian posisi memukul awal.
Lakukan latihan ini sampai keterampilan peserta didik meningkat. 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Gambar 2.29 Aktivitas pembelajaran 6 kombinasi pukulan arah bola lurus
Aktivitas Pembelajaran 7: Kombinasi Cara Memegang Bet, Pukulan Forehand dan Backhand, Arah Bola Menyilang Meja
Pada pembelajaran 7 gerakan pukulan pegangan bet, pukulan forehand dan backhand, arah bola menyilang meja dalam permainan tenis meja sebagai berikut.
Aktivitas pembelajaran diawali dengan bola dilambungkan oleh teman dengan cara dipantulkan ke meja dan dengan pukulan servis. Pembelajaran dilakukan secara berpasangan atau berkelompok.
Peserta didik yang telah melakukan pukulan forehand/backhand dan pelambung bergerak berpindah tempat.
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Gambar 2.30 Aktivitas pembelajaran 7 kombinasi pukulan lurus menyilang meja Aktivitas Pembelajaran Bermain Tenis Meja Menggunakan Peraturan Dimodifikasi
Aktivitas Pembelajaran 1: Bermain Tanpa Menggunakan Bet, dengan Cara Tunggal atau Ganda
Berikut ini adalah pola latihan untuk menerapkan berbagai keterampilan gerak bermain tenis meja yang telah dipelajari secara parsial/satu-satu dalam permainan tenis meja, sebagai berikut.
Peserta dianggap kalah, apabila banyak bola yang tidak bisa dikembalikan atau bola menyangkut net.
Permainan dilakukan 5 - 10 menit.
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Gambar 2.31 Aktivitas pembelajaran 1 bermain tanpa menggunakan bet
Demikian pertemuan kali ini
semoga bermanfaat wasalamualaikum Wr Wb
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