PEMERINTAH KABUPATEN CIREBON
DINAS PENDIDIKAN
LATIHAN UJIAN NASIONAL (UN) SD/MI
TAHUN PELAJARAN 2013/2014
Mata
Pelajaran : Ilmu Pengetahuan Alam Waktu : 120 menit
Hari,
tanggal : ...................................... Jam : 08.00 –10.00 WIB
Berilah tanda silang (X) pada huruf A, B, C, dan
D yang merupakan jawaban
paling tepat !
1. Bunglon mampu mengubah warna kulitnya menjadi
serupa dengan warna
lingkungan.
Hal ini berfungsi untuk ...
A. menyesuaikan
diri dengan lingkungan
B. melindungi
diri dari predator
C.
mencari serangga yang menjadi mangsanya
D.
mampu bertahan hidup di habitatnya
2. Perhatikan
tabel berikut !
No
|
Nama Tumbuhan
|
1
|
Jamur
|
2
|
Lumut
|
3
|
Tumbuhan Paku
|
4
|
Alga Merah
|
Pengelompokkan tumbuhan pada tabel di atas berdasarkan persamaan
dalam hal ...
dalam hal ...
A. tempat
hidup C. proses adaptasi
B. alat
pernafasan D. reproduksi
3.
Kulit kina dapat diolah dan dimanfaatkan untuk ...
A. bahan
dasar pembuatan obat
B. bahan
dasar pembuatan kosmetik
C.
pewarna alami pembuatan makanan
D.
bahan dasar terpentin/minyak cat
A. melindungi gajah dari kepunahan
B. meningkatkan kerajinan dari gading gajah
C. melatih gajah menjadi
bintang circus
D. melakukan
persilangan dengan jenis gajah afrika
5. Tumbuhan pada gambar di bawah ini berkembang biak dengan ...
A. tunas C.
rizhoma
B. spora D.
geragih
6. Urutan daur hidup lalat yang benar adalah ....
A. telur – larva – pupa – lalat dewasa
B. telur – ulat – pupa – larva – lalat dewasa
C. telur – pupa – larva–lalat dewasa
D. telur – nimfa – larva – pupa- lalat dewasa
7. Hubungan dua makhluk yang
merupakan simbiosis parasitisme
adalah…
A. tali
putri dengan tumbuhan inangnya
B. lebah madu dengan bunga
C. bunga anggrek dengan pohon mangga
D. buaya dengan burung jalak
8. Rantai makanan yang terjadi
pada komunitas padang rumput adalah …
A. rumput -----> kelinci -----> srigala -----> buaya -----> harimau
B. rumput
-----> belalang -----> ular
-----> srigala -----> musang
C. rumput -----> rusa -----> musang -----> ular -----> elang
D. rumput -----> kuda -----> singa -----> pengurai
9. Tumbuhan hijau dalam sebuah
ekosistem berperan sebagai …
A. produsen C. konsumen
II
B. konsumen I D. konsumen III
10. Akibat yang ditimbulkan oleh pemanasan global adalah seperti
di bawah ini,
kecuali …
A. peningkatan suhu
rata-rata di bumi
B. naiknya permukaan air
laut
C. terjadinya gempa bumi
dan gunung meletus
D. munculnya gejala cuaca
yang ekstrem
11. Pohon jati melakukan proses adaptasi pada musim kemarau
dengan cara
meranggas, hal ini bertujuan
untuk …
A. mengurangi penguapan kadar air
B. mempercepat proses
penguapan air
C. membantu proses
fotosintesis
D. menyerap suhu lingkungan yang
panas
12. Pernyataan di bawah ini merupakan fungsi daun pada tumbuhan, kecuali ...
A. Meyerap karbondioksida
dari udara untuk bahan fotosintesis
B. Menyerap oksigen dari
udara untuk proses respirasi
C. Tempat berlangsungnya
proses pembuatan makanan (asimilasi)
D. Sebagai alat perkembangbiakan
generatif pada tumbuhan biji
13. Perhatikan gambar berikut !
Fungsi bagian lidah yang
ditunjukkan oleh angka 1 sampai 4 berurutan adalah ...
A. pengecap rasa pahit,
asin, asam dan manis
B. pengecap rasa manis,
asin, asam, dan pahit
C. pengecap rasa manis,
asam, asin dan pahit
D. pengecap rasa pahit,
manis, asam, dan asin
14. Perhatikan gambar di bawah ini!
Proses pernafasan yang terjadi pada huruf B adalah …
A. Pertukaran karbondioksida
dengan oksigen serta pelepasan oksigen ke seluruh
pembuluh darah
B. Penyaringan debu dan
kotoran yang masuk bersama udara pernafasan serta
penyesuaian suhu dan kelembaban udara
yang kita hirup
C. Penyesuaian suhu dan
kelembaban udara pernafasan serta pertukaran oksigen
dengan karbon dioksida
D. Penyesuaian suhu dan
kelembaban udara pernafasan serta pelepasan oksigen
ke seluruh pembuluh
darah
15. Proses yang terjadi pada alat
pencernaan yang ditunjukkan
oleh huruf A pada gambar di bawah ini adalah ....
A. pengubahan susu menjadi kasein oleh enzym
renin
B. pencernaan karbohidrat oleh enzym amilase
C. pencernaan lemak oleh getah empedu
D. pengubahan protein menjadi asam amino oleh enzym lipase
16. Perhatikan gambar di bawah ini !
Urutan
proses peredaran darah bersih pada manusia adalah ….
A. 2 – 4 – 5 – 6 – 7 C. 6 – 7 – 1 – 3 – 5
B. 5 – 2 – 4 – 6 –
7 D. 1 – 2 – 3 – 4 – 5
17. Perhatikan gambar di bawah ini !
Tulang
yang ditunjukkan oleh huruf C adalah ….
A. tulang rusuk C. tulang dada
B. tulang selangka D. tulang belakang
18. Fungsi vitamin bagi tubuh kita adalah …
A. membantu proses
pertumbuhan sel-sel tubuh yang rusak
B. sebagai cadangan makanan
dan pengatur suhu tubuh
C. sebagai sumber tenaga dan
penghasil panas bagi tubuh
D. sebagai zat pengatur dan
pelindung tubuh
19. Yang tidak termasuk ciri-ciri perkembangan fisik masa pubertas
pada laki-laki,
adalah …
A. dada menjadi bidang C. tumbuhnya jakun
B.
panggul bertambah lebar D.
perubahan pita suara
20. Salah satu upaya pencegahan penyakit diare dapat dilakukan dengan cara ...
A. membiasakan olah raga secara teratur
B. membiasakan mencuci tangan sebelum makan
C. minum obat anti diare
secara teratur
D. hindari kegemukan dan
jangan merokok
21. Perhatikan kegiatan
berikut !
Pak Sariman adalah seorang petani kayu putih. Ia olah sendiri daun kayu putih
dari kebunnya hingga menjadi minyak kayu putih. Mula-mula daun kayu putih
itu dimasukkan kedalam drum yang sudah terisi sedikit air, lalu drum
ditutup
rapat-rapat agar uap tidak keluar, kemudian drum itu dipanaskan di
tungku
perapian yang sudah disiapkan. Uap yang keluar disalurkan melalui pipa hingga
meneteskan cairan yang kita sebut minyak kayu putih.
Penyulingan minyak kayu putih di atas terjadi melalui proses
...
A. penguapan dan pengembunan
B. penguapan dan penyubliman
C. peleburan dan pengembunan
D. pembekuan dan penguapan
22. Bahan baku untuk pembuatan logam aluminium adalah …
A. mangan C.
graffit
B. bauksit D.
kaolin
23. Arel meniup balon karet pada siang hari sampai besar.
Pada malam hari Ia
simpan balon tersebut di lantai rumahnya. Ketika pagi
harinya Ia kaget, karena
balon yang ditiup kemarin
sekarang jadi kempis dan kecil. Hal ini terjadi karena
A. udara dalam balon habis
keluar
B. udara dalam balon memuai
karena suhu dingin
C. udara mampu merambat/keluar dari cela
kecil
D. udara dalam balon menyusut
karena suhu dingin
24. Terjadinya peristiwa angin darat dan angin laut,
merupakan contoh perpindahan
kalor secara ...
A.
radiasi C. konduksi
B. kondensasi D. konveksi
25. Tiga jenis gaya yang dimanfaatkan dalam kegiatan pada gambar
di bawah ini secara berturut-turut
adalah …
A. gaya otot, gaya pegas,
dan gaya gesek
B. gaya otot, gaya pegas, dan gaya gravitasi
C. gaya gesek, gaya otot, dan gaya pegas
D. gaya pegas, gaya otot,
dan gaya gravitasi
26. Pengaruh gaya yang terjadi pada gambar di bawah ini adalah ...
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)
A. gaya dapat menghentikan gerak/laju sebuah
benda
B. gaya dapat mengubah bentuk benda
C. gaya dapat mempercepat laju/gerak benda
D. gaya dapat mengubah arah gerak benda
27. Jenis pesawat sederhana yang digunakan pada gambar berikut
adalah
….
A. pengungkit C. katrol
B. bidang miring D. roda berporos
28. Sumber bunyi pada alat musik pada gambar di bawah ini ditunjukkan oleh
angka….
A. 1 C. 3
B. 2 D. 4
29. Cahaya matahari sampai ke bumi membutuhkan waktu kurang
lebih 8 menit.
Hal ini membuktikan
bahwa …
A. cahaya mempunyai cepat rambat
B. cahaya menembus benda
bening
C. cahaya merambat lurus
D. cahaya mengalami pembiasan
30. Perubahan energi pada alat di bawah ini berturut-turut adalah ...
A. energi listrik, energi kinetik, dan energi bunyi
B. energi kimia, energi listrik, dan energi kinetik
C. energi kimia, energi kinetik dan energi listrik
D. energi listrik, energi gerak, dan energi bunyi
31. Beberapa contoh energi alternatif adalah ...
A. solar, spiritus, cahaya matahari, dan minyak tanah
B. bio solar, panas bumi, spiritus, dan kerosin
C. bensin, bio gas, angin,
dan cahaya matahari
D. gelombang laut, bio solar, angin, dan panas bumi
32. Perhatikan rangkaian listrik berikut !
Jika
lampu 1
(L1) arus listriknya diputus maka ...
A. L2 padam, sedangkan L3, L4 dan L5 tetap menyala
B. L2tetap menyala, sedangkan L3, L4, dan L5 padam
C. L2 dan L3 menyala, sedangkan L4, dan L5 padam
D. L2 dan L3 padam,
sedangkan L4 dan L5 menyala
33. Jenis tanah di Indonesia yang subur dan cocok untuk lahan
pertanian adalah …
A. tanah
aluvial, tanah humus, tanah gambut
B. tanah
humus, tanah laterit, tanah vulkanik
C. tanah
vulkanik, tanah humus, tanah podzolit
D.
tanah humus, tanah alluvial, tanah pasir
34. Jenis sumber daya alam pada
gambar di bawah ini dimanfaatkan
untuk ...
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)
A. bahan baku pembuatan minyak goreng
B. bahan baku pembuatan parfum
C. bahan baku pembuatan minyak pelumas
D. bahan baku pembuatan tepung terigu
35. Kegiatan manusia yang dapat mengubah lahan tandus menjadi lahan hijau dan
subur adalah ...
A. kegiatan penanaman sejuta
pohon
B. pembukaan
hutan untuk lahan pertanian
C. pembangunan area pemukiman
D. aktifitas
penambangan pasir
36. Kelompok sumber daya alam yang dapat diperbaharui adalah ….
A. pertanian, perkebunan, ternak, bahan tambang
B. air, batubara, minyak
bumi, pertanian
C. perkebunan, air,
hewan ternak, pertanian
D. batu bara,
air, tembaga, bensin, dan emas
37. Planet urutan ke 3, 5 dan 8 dalam tata
surya kita adalah …
A. merkurius, mars, dan neptunus
B. venus, bumi, dan jupiter
C. bumi, jupiter, dan neptunus
D. mars, jupiter, dan uranus
38. Perhatikan tabel di bawah ini !
No.
|
Pernyataan
|
1
|
Pasangsurut air
laut
|
2
|
Terjadinya gerhana matahari
|
3
|
Perbedaan waktu di
bumi
|
4
|
Terjadinya gerhana bulan
|
5
|
Terjadinya siang dan
malam
|
Pernyataan
yang merupakan akibat dari gerakan bulan adalah ...
A. 1, 2, 4 C. 2, 3, 4
B. 1, 3, 5 D. 3, 4, 5
39. Gerhana matahari akan terjadi jika …
A. Posisi matahari, bumi, dan bulan,
berada pada satu garis lurus
B. Posisi matahari, bulan, dan bumi berada
pada satu garis lurus
C. Bulan tertimpa oleh bayang-bayang
inti bumi
D. Bumi berada pada daerah bayang-bayang
inti matahari
40.
Dasar perhitungan
kalender tahun Islam (kalender komariyah) adalah ...
A. kala revolusi bulan terhadap bumi
B. kala revolusi bumi terhadap matahari
C. kala revolusi bulan terhadap matahari
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