Kunci Jawaban IPA 1
1. A 21. C
2. B 22. D
3. C 23. C
4. B 24. A
5. B 25. A
6. D 26. A
7. B 27. C
8. C 28. C
9. A 29. B
10. A 30. B
11. B 31. D
12. B 32. D
13. B 33. D
14. A 34. A
15. B 35. C
16. B 36. C
17. D 37. D
18. B 38. B
19. D 39. A
20. A 40. B
PEMERINTAH KABUPATEN CIREBON
DINAS PENDIDIKAN
LATIHAN UJIAN
NASIONAL (UN) SD/MI
TAHUN PELAJARAN 2013/2014
![](file:///C:\Users\Acer\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif)
Mata Pelajaran : Ilmu Pengetahuan Alam Waktu : 120 menit
Hari, tanggal : ...................................... Jam : 08.00 –10.00 WIB
Petunjuk Umum :
1.
Isikan identitas anda ke
dalam Lembar Jawaban Komputer (LJK) yang tersedia dengan menggunakan pensil 2B.
2.
Silanglah (X) jawaban
pada huruf yang anda anggap benar dalam LJK.
3.
Waktu yang tersedia 120
menit untuk mengerjakan tes tersebut.
4.
Jumlah soal sebanyak 40
butir, pada setiap butir soal terdapat 4 pilihan jawaban.
5.
Periksa dan bacalah
soal-soal sebelum anda menjawab.
6.
Laporkan kepada pengawas
ujian apabila terdapat soal yang tidak jelas, rusak, atau tidak lengkap.
7.
Tidak di ijinkan
menggunakan kalkulator, HP, tabel matematika atau alat bantu lainnya .
8.
Periksalah pekerjaan
anda sebelum diserahkan kepada pengawas ujian.
9.
Lembar soal boleh
dicurat-coret untuk mengerjakan hitungan.
![](file:///C:\Users\Acer\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif)
Berilah tanda silang (X)
pada huruf A, B, C, dan D yang merupakan jawaban paling tepat !
1. Ciri
khusus yang dimiliki bebek adalah kaki yang berselaput. Kaki yang berselaput
pada
bebek berfungsi untuk…
A. berenang C. berjalan
B. mengais
makanan D. mencengkram
makanan
2. Perhatikan
tabel berikut!
Kelompok
hewan A
|
Kelompok hewan B
|
Itik
|
Sapi
|
Cecak
|
Harimau
|
Bebek
|
Kelinci
|
Pengelompokan
hewan di atas didasarkan pada…
A. tempat
hidupnya C. ciri
khusus yang dimilikinya
B. cara
berkembangbiaknya D. daur
hidupnya
3. Manfaat
tanaman kayu manis bagi manusia adalah…
A. kayunya
untuk bahan membuat kusen
B. daunnya
untuk campuran penyedap
C. kulitnya
digunakan untuk bumbu masak
D. bijinya
sebagai bahan baku minyak
4. Tujuan
pemerintah mendirikan cagar alam adalah untuk …
A. melindungi
hewan dari kepunahan
B. melindungi
hewan dan tumbuhan dari kepunahan
C. melindungi
tumbuhan dari kepunahan
D. tempat
penangkaran hewan langka yang dilindungi
5. Perhatikan
gambar di bawah ini !
Hewan
seperti pada gambar berkembang biak dengan cara :
A. ovivar C. ovovivivar
B. vivivar D. ovivavar
6. Pada
daur hidup kupu-kupu setelah fase ulat adalah …
A. telur C. nimfa
B. kupu
kupu D. kepompong
7. Berikut
ini yang merupakan contoh simbiosis mutualisme adalah …
A. benalu
dan pohon rambutan
B. burung
jalak dan kerbau
C. anggrek
bulan dan pohon mangga
D. cacing
pita hidup di dalam perut manusia
8. Perhatikan
rantai makanan berikut !
Rumput ------> Rusa --------> Harimau --------> Bakteri
pengurai
Peran
harimau pada rantai makanan di atas adalah sebagai …
A. produsen C. konsumen
II
B. konsumen
I D. konsumen
III
9. Kuda
dipelihara untuk dimanfaatkan …
A. tenaganya C. dagingnya
B. susunya D. kulitnya
10. Perburuan liar yang
dilakukan oleh manusia dapat merusak keseimbangan
ekosistem,
karena dapat mengakibatkan …
A. terjadinya
kelangkaan hewan dan tumbuhan
B. munculnya
varietas hewan dan tumbuhan baru
C. meningkatnya
jumlah hewan dan tumbuhan
D. bertambahnya
persediaan air dan oksigen
11. Perhatikan gambar di
bawah ini !
Pada kondisi
tandus daun kaktus akan mengecil atau sama sekali tidak berdaun,
hal
ini bertujuan untuk….
A. mendapatkan
makanan C.
menyimpan cadangan air
B. mengurangi
penguapan D.
memperindah bunga
12. Akar tumbuhan berfungsi
untuk …
A. melakukan
proses fotosintesis
B. menyerap
sari makanan dari tanah
C. membantu
proses pernapasan
D. menyimpan
cadangan air
13. Perhatikan penampang
mata di bawah ini !
Bagian mata yang
ditunjukkan nomor 4 berfungsi …
A. melindungi
mata dari debu dan asap
B. mengatur
banyaknya cahaya masuk ke mata
C. menghasilkan air
mata
D. menghubungkan
mata ke otak
14. Bagian alat pernapasan
tempat pertukaran oksigen dan karbon dioksida adalah ....
A. alveolus C. bronkealus
B. gelambir
paru-paru D. rongga
hidung
15. Perhatikan gambar berikut !
![](data:image/png;base64,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)
Tempat makanan dicerna secara kimiawi dengan enzim pepsin ditunjukan pada
Tempat makanan dicerna secara kimiawi dengan enzim pepsin ditunjukan pada
gambar
oleh garis nomor ….
A. 1 C. 3
B. 2 D.
4
16. Perhatikan gambar peredaran
darah di bawah ini !
Urutan
peredaran darah kecil pada manusia ditunjukan berturut-turut pada nomor ...
A. 1
– 2 – 6 – 3 C. 1
– 2 - 7 - 4
B. 1
– 2 – 5 – 3 D. 3
– 4 – 5 - 1
17. Perhatikan gambar rangka berikut !
Bagian yang ditunjukan oleh nomor 3 pada gambar di samping adalah …
Bagian yang ditunjukan oleh nomor 3 pada gambar di samping adalah …
A. tulang
dada C. tulang
iga
B. tulang
punggung D.
tulang rusuk
18. Protein dibutuhkan oleh
tubuh manusia untuk ...
A. menjaga
kesehatan mata C. sebagai
sumber tenaga
B. mengganti
sel tubuh yang rusak D. menjaga
metabolisme tubuh
19. Ciri fisik yang
terdapat pada remaja perempuan adalah …
A. suara
menjadi besar C. dada
terlihat bidang
B. tumbuhnya
bulu halus D. terjadi
mentruasi
20. Di bawah ini yang bukan
usaha pencegahan timbulnya penyakit demam berdarah
adalah
…
A. memakan
makanan yang bergizi
B. sanitasi
lingkungan yang baik
C. menutup
penampungan air
D. mengubur
banda yang dapat menampung air
21. Yuda memasukkan es batu
ke dalam
gelas, setelah sepuluh menit, es tersebut
berubah
menjadi air. Perubahan yang terjadi pada es disebut ….
A. menguap C. mencair
B. mengembun D. menyublim
22. Kayu dapat dimanfaatkan
untuk membuat kertas tisu, karena kayu memiliki sifat …
A. ringan
dan kuat
C. kuat
dan keras
B. kedap
air dan elastis D. dapat menyerap dan
melepaskan air
23. Kegiatan manusia yang tidak
mengakibatkan perubahan permukaan bumi adalah …
A. pembuatan
jalan tol Cikampek – Cirebon
B. pembangunan
waduk untuk irigasi
C. eksploitasi
sumber daya laut
D. pembangunan
perumahan rakyat di pedesaan
24. Orang yang berada di dekat api unggun akan
merasakan panas. Hal ini terjadi
karena peristiwa ….
A. radiasi C. konduksi
B. induksi D. konveksi
25. Perhatikan gambar
dibawah ini !
Jenis gaya yang
dimanfaatkan pada saat mobil tersebut akan berhenti dari lajunya
adalah….
A. gaya
gesek C. gaya magnet
B. gaya
pegas D. gaya dorong
26. Adi menginjak botol
plastik sampai gepeng. Hal ini menunjukan bahwa
gaya
dapat mengubah ….
A. bentuk
benda C. posisi benda
B. arah
benda D. jenis benda
27. Ali akan memindahkan
drum minyak ke atas
bak mobil. Untuk meringankan
pekerjaannya, Ali menggunakan pesawat
sederhana model ….
A. pengungkit C. bidang miring
B. tuas D. katrol
28. Sumber bunyi pada alat
musik ini ditunjukan pada nomor ….
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)
A. 1 B. 2 C. 3 D. 4
29. Salah satu sifat cahaya
ditunjukkan gambar di bawah ini adalah ….
A. cahaya
merambat lurus C. cahaya menembus benda
B. cahaya
dapat dipantulkan D. cahaya dapat dibiaskan
30. Lampu neon mengubah
energi listrik menjadi energi .…
A. panas
dan bunyi C. bunyi dan cahaya
B. panas
dan cahaya D. cahaya dan gerak
31. Contoh energi alternatif
yang dapat kita gunakan dalam kehidupan sehari-hari
adalah
….
A. bensin C. gas LNG
B. batu
bara D. angin
32. Perhatikan gambar
rangkaian listrik di bawah ini !
![](data:image/png;base64,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)
Jika
lampu L3 diputus, lampu yang mati adalah ….
A. L1
dan L2 C. L2 dan L4
B. L1
dan L4 D. L4
33. Tanah liat merupakan
bahan dasar pembuatan barang-barang di bawah ini,
kecuali
….
A. tembikar C. keramik
B. genting D. batako
34. Salah satu manfaat batu
bara adalah ….
A. bahan
bakar PLTU C. bahan bakar kapal pesiar
B. bahan
bakar mesin disel D. bahan bakar pabrik gula
35. Pembangunan perumahan
di pegunungan secara tidak terkendali dapat
mengganggu
keseimbangan lingkungan, karena mengakibatkan …
A. berkurangnya
penghasilan penduduk wilayah pegunungan
B. berkurangnya
daerah resapan air dan produksi oksigen
C. menurunnya
kesuburan tanah di wilayah pegunungan
D. menurunnya
produksi air dan oksigen di pegunungan
36. Perhatikan tabel di
bawah ini !
No
|
Sumber Daya
Alam
|
1
|
Minyak bumi
|
2
|
Hutan
|
3
|
Emas
|
4
|
Tanah
|
5
|
Batubara
|
Sumber
daya alam yang tidak dapat diperbaharui dari tabel di atas adalah ….
A. 1,
2 dan 3 C.
1, 3 dan 5
B. 1,
3 dan 4 D. 2,
4 dan 5
37. Planet yang letaknya sangat
jauh dari matahari sehingga menjadi planet
terdingin
dalam tata surya kita adalah …
A. Yupiter C. Uranus
B. Saturnus D. Neptunus
38. Perputaran bumi pada
porosnya menyebabkan terjadinya ….
A. gerak
semu tahunan matahari C. pergantian musim
B. gerak
semu harian matahari D. gerhana bulan
39. Gambar di bawah ini
yang menunjukan terjadinya gerhana matahari total adalah ….
40. Dalam kalender masehi, jumlah
hari dalam satu tahun adalah 365 hari.
Perhitungan
tersebut didasarkan pada ….
A. rotasi
bumi C. rotasi bulan
B. revolusi
bumi D. revolusi bulan
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