PTS ONLINE
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SD AL – AZHAR BANDAR LAMPUNG
TP. 2019 / 2020
KELAS / SEMESTER :
2 / 2 (GENAP)
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A. Pilihlah jawaban dibawah ini
(A, B, atau C), dengan jawaban yang kalian anggap benar!
1.
Temanmu
menyampaikan pendapat dalam musyawarah. Sikap kamu sebaiknya ….
a.
berbicara
sendiri
b.
keluar
ruangan
c.
mendengarkan pendapat itu
2.
Yang
berhak mengambil keputusan dalam keluarga adalah ….
a. Ayah
b.
Ibu
b.
Kakak
3.
Bersikap adil kepada semua
orang mencerminkan pengamalan Pancasila terutama sila ke ….
a.
3
b.
4
c.
5
4.
Musyawarah adalah kegiatan
untuk mengambil keputusan yang disepakati ….
a.
Sendiri
b.
Bersama-sama
b.
Ketua kelas
5.
Kegiatan musyawarah sesuai
dengan Pancasila sila yang ….
a.
Keempat
b.
Ketiga
c.
Kedua
6.
Keputusan hasil musyawarah
harus kita ….
a.
Lupakan
b.
Laksanakan
c.
Protes
Kupu-Kupu yang
Indah
Wahai kupu-kupu alangkah indah dirimu
Sayap berwarna-warni
kau kepakkan tanpa henti
Wahai kupu-kupu alangkah senang dirimu
bisa tebang kesana kemari
Hinggap dari satu bunga ke
bunga yang lain
7.
Kupu-kupu bergerak menggunakan
….
a.
Kaki
b.
Sayap
c.
Tangan
8.
Puisi menggunakan bahasa yang
….
a. Indah
b. Lucu
c. Seram
b. Lucu
c. Seram
9.
Berikut hal yang harus
diperhatikan dalam membaca puisi, kecuali .
a.
judul puisi
b.
intonasi
c.
ekspresi
10.
Ketika berada di Pantai, Andika
ingin difoto ketika bermain ombak. Andika ingin minta tolong kepada Bayu.
Andika bisa berkata ….
a.
Bayu, apakah kamu mau saya
foto?
b.
Bayu, bisakah kamu memfotoku disana?
c.
Bayu, tolong berdiri di dekat
ombak itu!
11.
Ketika meminta tolong harus
dengan bahasa yang ….
a. Keras
b. Lucu
c. Sopan
12.
Setelah ditolong oleh teman
kita harus mengucapkan ….
a.
Maaf
b.
Pujian
c.
Terima kasih
13.
Yang bukan merupakan alat ukur
panjang adalah ….
a.
Mistar
b.
Meteran pita
c.
Timbangan
14.
Alat ukur yang digunakan oleh
penjahit adalah ….
a.
Mistar
b.
Meteran pita
c.
Busur derajat
15.
Sebuah tali panjangnya 8 m.
Panjang tali sama dengan … cm.
a.
8
b.
80
c.
800
16.
200 cm + 5 m = m
a.
205
b.
25
c.
7
17.
Bibi memiliki pita berwarna
merah dan biru. Masing-masing pita memiliki panjang 3 meter dan 6 meter. Berapa
centimeter panjang pita Babi
seluruhnya?
a.
9
b.
90
c.
900
18.
Paman mempunyai sebatang bambu
yang panjangnya 550 cm. Bambu itu dipotong sepanjang 1 m. Berapa centimeter panjang sisa bambu Paman?
a.
549
b.
450
c.
45
19.
Gambar
di samping merupakan gerakan ….
a.
merentangkan tangan
b.
berputar
c.
berlari
20.
Gerak merupakan salah satu
unsur seni ...
a.
Rupa
b.
Tari
c.
Suara
21.
Agar
lebih indah, sebaiknya tarian diiringi dengan ….
a.
Suara
b.
Musik
c.
Irama
22.
Bahan buatan yang bersifat
lunak adalah ….
a.
Plastisin
b.
Kayu
c.
Alumunium
23.
Alat yang digunakan untuk
memotong kertas adalah …
a. Mistar
b. Gunting
c. Lem
24.
Agar bubur kertas dapat
menempel baik perlu diberi ….
a.
Gunting
b.
Lem
c.
Glitter
25.
Sikap awal gerak melompat
melewati rintangan adalah ….
a.
berlari
b.
berdiri
c.
duduk
26.
Perhatikan
gambar berikut!
Edo sedang berlatih gerakan
bertumpu. Tumpuan yang digunakan adalah ….
a.
satu
tangan dan satu kaki
b.
dua
tangan dan dua kaki
c.
dua tangan dan satu kaki
27.
Alas
yang digunakan dalam senam lantai adalah ….
a.
Kasur
b.
Matras
c.
Karpet
a.
Tangan
b.
Kaki
c.
Lengan
29.
Sebelum melakukan olahraga kita
harus melakukan ….
a.
Pemasan
b.
Pendinginan
c.
Berlari
30.
Perhatikan
gambar berikut!
a.
Kelenturan 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)
b.
Ketahanan
c.
Kelincahan
B.
Jawablah pertanyaan di bawah
ini dengan tepat!
1.
Bentuk penyelesaian masalah
bersama yang paling baik dengan cara ….
2.
Berikan
dua contoh perilaku yang sesuai dengan sila kelima Pancasila!
Puisi untuk soal nomor 3 dan 4
Lebah
Lebah, engkau menghisap sari-sari
bunga
Untuk membuat madu
Wahai lebah
Janganlah kau menyengat tubuhku
Wahai lebah
Buatlah
madu yang sangat enak
3.
Judul puisi di atas adalah….
4.
Lebah menghisap ... bunga.
5.
5 m + 1000 cm = ...m.
6.
Tinggi sebuah tiang bendera 400 cm
dan 3 m. Tinggi tiang bendera tersebut ... meter.
7.
Anggota
tubuh yang digunakan untuk menari adalah ….
8.
Sebutkan 2
bahan buatan yang bersifat keras!
9.
Senam
lantai dilakukan mulai gerakan ... dan bertahap sampai gerakan yang sulit.
10.
Sikap awal gerakan berguling ke
depan adalah ….
\^,^/
Good Luck n Say Bismillah \^,^/