Hari/
tanggal
: Rabu/ 4 September 2019
Kelas
: 2B
Tema/ Subtema/Pembelajaran
: 2 (bermain di
lingkungan ku)/ 4 (bermain di tempat wisata)/ 1
Alat
peraga
: Gambar, lagu naik kereta api
MATERI AJAR
Bahasa Indonesia
1.
Membaca cerita
dan percakapan tentang perjalanan ke tempat wisata
2.
Menyimak cerita
3.
Membaca
percakapan yang berisi ungkapan tanya jawab
Kalimat tanya digunakan untuk
menanyakan sesuatu kepada orang lain dan mengharapkan jawaban. Kalimat tanya
biasanya diawali dengan kata tanya dan diakhiri dengan tanda tanya
(?). Bagaimana cara membuat kalimat tanya?
Ada beberapa kata tanya yang bisa
digunakan untuk membuat sebuah kalimat tanya.
1. Siapa, digunakan untuk menanyakan nama.
Contoh:
Kalimat tanya: Bersama siapa kita ke pantai, kak?
Kalimat jawaban : sama om Barta dan Anaknya.
Contoh:
Kalimat tanya: Bersama siapa kita ke pantai, kak?
Kalimat jawaban : sama om Barta dan Anaknya.
2. Kapan, digunakan untuk menanyakan waktu.
Contoh:
Kalimat tanya: Kapan kita berangkat ke pantai?
Kalimat jawaban: Kita berangkat pukul tujuh pagi.
Contoh:
Kalimat tanya: Kapan kita berangkat ke pantai?
Kalimat jawaban: Kita berangkat pukul tujuh pagi.
3. Di mana, ke mana, dari mana, digunakan untuk menanyakan tempat.
Contoh:
Kalimat tanya: Di mana kita akan menginap?
Kalimat jawaban: kita menginap di rumah nenek yang dekat dengan pantai.
Kalimat tanya: Ke mana kita akan pergi?
Kalimat jawaban: kita akan pergi ke pantai.
Contoh:
Kalimat tanya: Di mana kita akan menginap?
Kalimat jawaban: kita menginap di rumah nenek yang dekat dengan pantai.
Kalimat tanya: Ke mana kita akan pergi?
Kalimat jawaban: kita akan pergi ke pantai.
4. Berapa, digunakan untuk menanyakan
jumlah.
Contoh:
Kalimat tanya: Berapa lama kita berwisata?
Kalimat jawaban : kita berwisata selama 3 hari.
Contoh:
Kalimat tanya: Berapa lama kita berwisata?
Kalimat jawaban : kita berwisata selama 3 hari.
5. Apa, digunakan untuk menanyakan benda
atau suatu hal
Contoh:
Kalimat tanya: Apa yang kakak bawa ke pantai?
Kalimat jawaban: Aku membawa sekop pasir untuk bermain, dan makanan.
Contoh:
Kalimat tanya: Apa yang kakak bawa ke pantai?
Kalimat jawaban: Aku membawa sekop pasir untuk bermain, dan makanan.
6. Mengapa, digunakan untuk menanyakan sebab.
Contoh:
Kalimat tanya: Mengapa kita pergi ke pantai?
Kalimat jawaban: Karena sekalian kita berkunjung ke rumah nenek dan aku ingin bermain pasir di pantai.
Contoh:
Kalimat tanya: Mengapa kita pergi ke pantai?
Kalimat jawaban: Karena sekalian kita berkunjung ke rumah nenek dan aku ingin bermain pasir di pantai.
Matematika
1.
Memahami konsep
sifat pembagian dengan bilangan 1 dan dengan bilangan yang menghasilkan
bilangan 1
2.
Mengerjakan
pembagian dengan bilangan 1 dan dengan bilangn yang menghasilkan bilangan 1
Suatu bilangan jika
dibagi dengan bilangan 1, maka hasilnya bilangan itu sendiri.
Sebuah bilangan jika dibagi dengan bilangan itu sendiri, maka hasilnya adalah 1.
Sebuah bilangan jika dibagi dengan bilangan itu sendiri, maka hasilnya adalah 1.
Sifat pembagian dengan bilangan 1
Contoh
Rona menyisihkan 2 potong ikan goreng. Semua ikan itu untuk Muez si kucing. Berapa ikan yang di terima Muez?
Jawab: 2 : 1 = 2
Jadi, Muez menerima 2 potong ikan.
Contoh
Rona menyisihkan 2 potong ikan goreng. Semua ikan itu untuk Muez si kucing. Berapa ikan yang di terima Muez?
Jawab: 2 : 1 = 2
Jadi, Muez menerima 2 potong ikan.
Sifat pembagian suatu bilangan dengan bilangan itu
sendiri
Contoh
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)
gambar kue gambar piring
Contoh
gambar kue gambar piring
Ada 6 kue. Kue itu akan
diletakkan si atas 6 piring sama banyak. Berapa kue di setiap piring?
Jawab: 6 : 6 = 1
Jawab: 6 : 6 = 1
Latihan soal di buku 2b halaman 125.
SBdP
1.
Melakukan
persiapan alat dan bahan untuk melukis kerang
2.
Melukis kerang
sesuai petunjuk yang diberikan
Cara membuat Kerang
hias dapat dilihat di buku 2b halaman 122-123.
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