PEMERINTAH KABUPATEN CIREBON
DINAS PENDIDIKAN
LATIHAN UJIAN NASIONAL (UN) SD/MI
TAHUN PELAJARAN 2013/2014
Berilah tanda silang (X) pada huruf A, B, C, atau D yang dianggap benar !
1. Selain memiliki
penglihatan tajam, kucing juga memiliki misai atau bulu rambut
yang tumbuh di atas bibir. Fungsi ciri khusus tersebut
adalah ….
A. untuk melihat mangsa dari jauh
B. untuk menerkam mangsa secara cepat
C. untuk
mengetahui posisi benda tanpa melihat
D. untuk
memantulkan kembali cahaya yang diterima
2. Bambu, Kelapa, dan Tebu
dapat dikelompokan menjadi tumbuhan yang sejenis.
Pengelompokan tumbuhan
tersebut berdasarkan ….
A. jenis
akarnya C.
bentuk daunnya
B. cara
berkembangbiaknya D.
jenis batangnya
3. Sebagian besar
masyarakat banyak yang memanfaat tumbuhan jambu biji merah
untuk membantu penderita menyembuhkan penyakit ….
A. diabetes C.
hipertensi
B. demam
berdarah D.
jantung coroner
4. Di negara kita, kawin
suntik atau inseminasi buatan terus dikembangkan.
Inseminasi buatan
bertujuan untuk ….
A. menggemukan
hewan langka
B. mengurangi
angka kelahiran hewan
C. mengembangbiakkan
hewan tanpa pejantan
D. mencegah kepunahan
hewan langka
5. Perhatikan gambar di bawah ini
!
Tumbuhan tersebut berkembang
biak dengan cara ….
B. akar
tinggal D.
tunas
6. Telur -----> larva -----> pupa -----> dewasa.
Daur hidup di samping
dilakukan oleh hewan …
A. lalat C.
kupu-kupu
B. belalang D.
nyamuk
7. Simbiosis komensalisme
terjadi pada dua makhluk hidup berikut, yaitu ….
A. kupu-kupu
dengan tanaman berbunga
B. ikan
hiu dengan ika remora
C. tali putri dengan
tanaman inangnya
D. tuma/kutu pada tubuh
kucing
8. Rantai makanan yang
terdapat pada ekosistem perairan tawar adalah ….
A. padi -----> tikus -----> ular -----> burung elang
B. ular -----> burung bangau -----> manusia
C. tumbuhan
air -----> ikan -----> burung bangau
D. fitoplankton
-----> ikan kecil -----> kepiting -----> burung camar
9. Di sepanjang aliran
sungai banyak ditanami tumbuhan.
Hal ini berkaitan
dengan pentingnya peranan tumbuhan yaitu ….
A. berfungsi
sebagai penyaring udara yang tercemar
B. akarnya
berfungsi untuk menahan tanah sehingga tidak longsor
C. untuk
menghasilkan oksigen bagi manusia dan hewan
D. sebagai
penyimpan air sehingga meningkatkan cadangan air tanah
10. Terumbu karang banyak diambil orang untuk dijadikan
hiasan.
Jika hal ini dibiarkan
terus, dapat mengakibatkan ….
A. ikan
– ikan akan kehilangan tempat tinggal
B. berkurangnya
sumber makanan ikan
C. keseimbangan
ekosistem laut akan terjaga
D. nelayan
dapat menangkap ikan dengan mudah
11. Kaki burung glatik memiliki empat jari dengan ukuran
kecil. Hal ini berfungsi
untuk ….
A. Memudahkan
mencari makanan di air
B. Memudahkan
berjalan di lumpur
C. Memudahkan
bertengger di dahan
D. Memudahkan
mencengkram mangsanya
12. Umumnya tunas tanaman tumbuh menuju arah datangnya cahaya
matahari.
Hal ini disebabkan ….
A. cahaya
dibutuhkan untuk menyerap vitamin D
B. cahaya
diserap tanaman untuk kesuburan
C. cahaya
dibutuhkan sebagai sumber energi
D. cahaya
dibutuhkan untuk proses fotosistesis
13. Perhatikan gambar penampang telinga berikut !
Bagian yang ditunjuk
oleh nomor 11 berfungsi untuk ….
A. menyeimbangkan
tekanan udara
B. meneruskan
gelombang bunyi ke syaraf otak
C. menangkap
gelombang bunyi dari luar
D. menampung
sisa-sisa kotoran telinga
14. Pada ujung bronkioli paru-paru terdapat kantong udara
yang disebut Alveolus.
Dalam Alveolus proses
pernapasan terjadi ….
A. penyerapan
zat asam arang dan uap air
B. penyerapan
oksigen dan karbondioksida
C. pertukaran
zat asam arang dengan uap air
D. pertukaran
oksigen dengan karbondioksida
15. Alat pencernaan yang ditunjuk anak panah pada gambar
di bawah ini
menghasilkan enzim
renin yang berfungsi untuk ….
A. membunuh
kuman penyakit dan mengatifkan pepsin
B. mengendapkan
protein susu menjadi kasein
C. mengubah
zat tepung menjadi gula
D. mengubah
protein menjadi asam amino
16. Perhatikan gambar di bawah ini !
Urutan peredaran
darah besar yang benar adalah ….
A. h –
c – e – i
B. h –
j – k
– i
C. i – e – k – j
– h
17. Tulang yang
ditunjukan oleh huruf
B dan C pada
gambar di bawah ini
adalah ….
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)
A. tulang
kering dan betis
B. tulang
pangkal lengan dan hasta
C. tulang hasta dan pengumpil
D. tulang
pipih dan tulang pipa
18. Fluor adalah salah satu jenis mineral yang berfungsi ….
A. mengganti
sel–sel tubuh yang telah rusak C. mencegah
penyakit gondok
B. membentuk
sel-sel darah merah D. pembentulkan
tulang dan gigi
19. Yang bukan termasuk ciri perkembangan fisik pada bayi
adalah …
A. tumbuh
gigi susu C. rambut
makin hitam tebal
B. tulang-tulang
makin mengeras D.
suara membesar
20. Salah satu cara yang dapat dilakukan untuk mencegah
influaenza adalah ….
A. membrantas
sarang nyamuk dan melakukan penyemprotan
B. istirahat
yang cukup dan makan makanan yang bergizi
C. menghindari
makanan yang mengandung lemak tinggi
D. berolahraga
setiap pagi dan sore secara rutin
21. Ibu menyimpan kamper di setiap lemari. Setelah
beberapa hari kamper semakin
kecil dan udara di
dalam ruang lemari menjadi harum. Perubahan wujud kamper
tersebut termasuk
peristiwa ….
A. mencair C.
membeku
B. menyublim D.
menguap
22. Kertas tisu sangat baik untuk menyeka keringat, karena
kertas tisu bersifat ….
A. harum
dan mampu membunuh bakteri C.
anti bakteri dan tembus air
B. tidak
mudah rusak dan kedap air D.
lunak dan menyerap air
23. Tukang kayu bila memasang kaca jendela sengaja dibuat
longgar dengan
maksud ….
A. memberi
ruang muai agar tidak pecah bila kepanasan
B. menghemat
kaca karena harganya mahal
C. agar
jendela mudah dibuka jika sewaktu-waktu diganti
D. untuk
memberi ruang ventilasi agar udara dapat masuk
24. Kakak memasukan mie mentah ke dalam panci yang airnya
mendidih. Hanya
beberapa menit
saja mie menjadi panas dan masak. Peristiwa
perpindahan panas
tersebut terjadi secara
….
A. radiasi C. konveksi
B. konduksi D.
reduksi
25. Perhatikan gambar berikut !
Pasangan gaya yang digunakan untuk melesatkan anak panah oleh kedua
Pasangan gaya yang digunakan untuk melesatkan anak panah oleh kedua
anak pada gambar di atas adalah ….
A. gaya
tarik dan gaya cepat C. gaya
otot dan gaya pegas
B. gaya
gravitasi dan gaya pegas D. gaya
pegas dan gaya gerak
26. Kegiatan pada gambar di bawah ini membuktikan bahwa gaya ….
A. mengubah bentuk benda C. mempercepat
gerakan
B. mengubah
arah gerak benda D. melesatkan benda
27. Pak Amin akan memindahkan 10 drum minyak dari mobil
truk yang cukup tinggi
ke gudang. Agar lebih mudah, cepat dan tidak terlalu berat dalam
pekerjaannya,
maka sebaiknya Pak Amin
menggunakan pesawat sederhana ….
A. katrol C.
roda dan poros
B. bidang
miring D.
pengungkit
28. Perhatikan gambar berikut !
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)
Sumber bunyi
alat musik di atas berasal dari ….
A. udara
pada rongga bergetar karena ditiup
B. tekanan
nut yang dipijit/ditekan
C. mulut
saksopon yang melebar
D. hembusan
udara yang keluar pada saksopon
29. Perhatikan gambar di bawah ini !
Sifat cahaya yang
tampak pada gambar adalah ….
A. cahaya
dapat dipantulkan
B. cahaya
menembus benda bening
C. cahaya
merambat lurus
D. cahaya
dapat dibiaskan
30. Perubahan energi yang ditunjukan oleh oven elektronik
di bawah ini dalam
proses kerjanya adalah
….
A. energi listrik menjadi energi bunyi
B. energi kimia menjadi enrergi lisatrik
C. energi panas menjadi enerhgi gerak
D. energi listrik menjadi energi kalor
31. Tumbuhan yang bermanfaat sebagai salah satu energi
alternatif pengganti solar
adalah
….
A. pohon
karet C.
pohon bakau
B. pohon
enau D.
pohon jarak
32. Perhatikan rangkaian listrik berikut !
Jika saklar C dihubungkan sehingga terhubung rangkaian tertutup, yang
terjadi adalah ….
A. lampu C saja yang menyala C. lampu
C padam
B. lampu A dan B
padam D. semua
lampu menyala
33. Perhatikan
tabel berikut !
No.
|
Jenis Tanah
|
1
|
Tanah humus
|
2
|
Tanah gambut
|
3
|
Tanah pasir vulkanik
|
4
|
Tanah liat
|
5
|
Tanah kapur
|
Dari jenis tanah pada tabel di samping, yang dapat
dimanfaatkan
untuk bercocok tanam
adalah ….
A. nomor 1, 2, dan
3 C. nomor 2, 3, dan
4
B. nomor 1, 3, dan
5 D. nomor 3, 4, dan
5
34. Eceng gondok termasuk sumber daya alam juga, yang dapat
dimanfaat untuk ….
A. bahan
baku anyaman C. bahan membuat pakaian katun
B. bahan
baku pembuatan plastik D.
bahan makanan pokok
35. Kegiatan manusia yang dapat mengubah permukaan bumi
adalah….
A. mengadakan
lomba memancing ikan di sungai
B. berburu
hewan dan membuka kebun binatang
C. membuka hutan untuk
pemukiman
D. membuat penangkaran hewan
langka
36. Perhatikan tabel di bawah ini !
1
|
Spirtus
|
2
|
Kertas
|
3
|
Aspal
|
4
|
Kelinci
|
5
|
Emas
|
6
|
Avtur
|
7
|
Gas
alam
|
Pada tabel di atas,
sumber daya alam yang tidak dapat
diperbaharui adalah ….
A. Nomor 1, 3, 5
dan 7 C. Nomor 1, 3,
5 dan 6
B. Nomor 2, 4, 5
dan 6 D. Nomor 3, 5,
6 dan 7
37. Planet ini paling dekat dengan bumi, kalau pagi tampak
jelas di ufuk timur,
tidak memiliki
satelit dan dijuluki bintang kejora,
planet tersebut adalah ….
A. Mars C.
Saturnus
B. Venus D.
Yupiter
38. Peristiwa di bawah ini adalah akibat terjadinya rotasi
bumi adalah ….
A. terjadinya
siang dan malam
B. terjadinya
perubahan musim di bumi
C. terjadinya pasang
surut air laut
D. terjadinya gerakan
semu tahunan matahari
39. Berdasarkan posisi matahari, bumi dan bulan sesuai
gambar
berikut, peristiwa
yang terjadi adalah ….
A. gerhana
bulan total C. gerhana matahari total
B. gerhana
bulan sebagian D. bulan purnama total
40. Yang manjadi dasar perhitungan penanggalan Komariyah
adalah ….
A. rotasi
bumi pada porosnya C.
revolusi bumi pada matahari
B. revolusi
bulan pada matahari D.
revolusi bulan pada bumi
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