Tuesday 14 March 2017

SOAL ULANGAN TENGAH SEMESTER II IPA KELAS V SD/MI TA 2015/2016

ULANGAN TENGAH SEMESTER II SD/MI
MATA PELAJARAN ILMU PENGETAHUAN ALAM KELAS V
TAHUN PELAJARAN 2015/2016

I. Berilah tanda silang (X) pada huruf a, b, c, atau c di depan jawaban yang benar!
1. Air mengalir dari tempat yang tinggi ke tempat yang rendah, hal ini karena adanya gaya ...
a. pegas                                                               b. listrik
c. grafitasi bulan                                                   d. grafitasi bumi
2. Bahan-bahan di bawah ini yang dapat ditarik magnet adalah ...
a. kaca, timah, seng                                              b. besi, baja, seng
b. besi, baja, seng                                                d. perak, kayu, tembaga
3. Menurut sifat magnet, percobaan di bawah ini yang benar adalah ....














4.  Perhatikan gambar di bawah ini!
Untuk menghentikan kendaraan di bawah ini diperlukan gaya ....
a. magnet        b. pegas          c. gesek            d. otot




https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ9lGWKLGdH5uXrzyOhWwLzjS0fOfHAduBNsXs1dV6dtK3WxBUsKBqwpzY
SEPEDA


5. Berikut adalah alat-alat yang menggunakan magnet kecuali ....
a. https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQxEfq9I0ieL530oS6I5KNVO0anaPyuhRh6Fe1PBJqbOAOH6UeP     b.https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQuPrlNUeGTx9o6RAmWyhqaIpZ7nLUBm70Juw-ZHSyv-IB2LMwS

c. https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSG2g7yfxPEhWT_9ldNYJEPWjUnhOk71WGp4DAbyzYJ4M6D8n0HTLytyptT                                     d. https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRsIMVUyuDW2DQ_Zhm2MmC86ub21kDVfk0RKKO--ZqazCNUUWfq6xe_ZGqQ

6. Magnet yang dibuat dengan cara aliran listrik disebut ...
a. elektromagnet                                                           b. magnet alam
c. diamagnetik                                                              c. feromagnetik
7. penggaris mika yang digosok pada rambut akan menumbulkan gaya...
a. magnet                                                                     b. listrik
c. pegas                                                                       c. otot
 8. Alat yang menggunakan prinsip kerja pengungkit adalah ...
a.
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d. 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9. Bentuk tenaga yang membutuhkan gaya paling besar untuk menaikinya adalah ...
c. https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTeztF4hKOVHlJepLY2_I_UTFKQnJwaXpj9v4iUHF9W01N7MAZq  a. https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSne17-YGMpS0GxXaHPsVqDQVXrCa0C58RmUupisNwjRqsw-Ocn_g

b  .  https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQt2J_sAb1kpzYFWWUNSMADukoC_5Fi3fncL5iDhHh4MwG9XWlGmw  d. 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

10. Contoh pengungkit jenis kedua adalah ...

a. http://id.istanto.net/wp-content/uploads/2010/02/gunting-300x300.jpg  b. 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

c. https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQHsV-Zpe4IOyDarCtoTaqjAgWI319zDJZfVQJ3NAMM_n8gkvvlLQ              d. https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSMHS9lC-85PeWGF_KIrB4Ur_HHHRvPkvNTrfgsN9TkuWavNaxC

11. Perhatikan gambar berikut!
data:image/jpeg;base64,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
Pesawat sederhana seperti gambar di atas adalah ....
a. tuas                                                   b. katrol
c. roda berporos                                   c. bidang miring

12. Alat-alat di bawah ini yang memiliki prinsip roda berporos adalah....
a. selat pintu, roda mobil, dan obeng               b. selat pintu, gunting, dan sekrup
c. setir mobil, selot pintu, dan roda gerobak    c. setir mobil, roda sepeda, dan palu
13. Perhatikan gambar di bawah!
https://thumbs.dreamstime.com/z/stapler-staples-23502742.jpg
Alat pada gambar di atas termasuk pengungkit jenis .... a. IV    b. III    c. II    d. I
14. Dasar sungai yang airnya jernih nampak dangkal hal ini karena peristiwa ....
a. pembiasan cahaya
b. perambatan cahaya
c. pemantulan cahaya
d. cahaya menembus benda bening
15. Perhatikan gambar berikut!



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

Bila cahaya datang dari medium yang renggang ke medium yang lebih rapat cahaya akan ...
a. merambat lurus                                            b. dipantulkan
c. dibiaskan mendekati garis normal                 c. dibiaskan menjauhi garis normal
16. Alat optik yang menggunakan lensa okuler dan obyektif adalah ....
a. mikroskop                                                  b. periskop
c. kamera                                                       d. lup
17. Alat optik berikut ini yang cara kerjanya sama dengan mata kita adalah ...
a. lup                                                            b. kamera
c. periskop                                                   d. mikroskop
18. Benda-benda berikut yang bukan merupakan sumber cahaya adalah ...
a. bulan            b. bintang           c. matahari              d. lampu neon
19. Orang yang sudah lanjut usia dapat ditolong dengan kaca mata berlensa ...
a. silinder         b. cembung         c. cekung               d. rangkap
20. Benda-benda di sekitar kita dapat kita lihat jika benda tersebut ....
a. merambat ke mata kita                             b. menyerap cahaya kemata
c. memantulkan cahaya mata                        d. membiaskan cahaya kemata





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