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LIMA BELAS (15) CONTOH PREDIKSI SOAL UJIAN NASIONAL SMA MATA PELAJARAN IPA BIOLOGI



1. Percobaan fotosintesis Ingenhousz dengan menggunakan tanaman air Hydrilla sp membuktikan bahwa fotosinteis ....
(A) memerlukan cahaya dan menghasilkan amilum
(B) memerlukan CO2 dan H2O menghasilkan amilum
(C) memerlukan cahaya dan menghasilkan O2
(D) memerlukan CO2 dan terjadi pada tilakoid
(E) dihasilkan ATP dan Riboluse Diposphat

2. Bakteri Nitrobacter sp yang hidup di dalam tanah menggunakan energi hasil oksidasi senyawa nitrit menjadi nitrat untuk keperluan....
(A) memfiksasi nitogen bebas
(B) mensintesis senyawa organik
(C) menggerakan flagell
(D) menguraikan senyawa organik
(E) membuat endospora untuk bertahan

3. Pasangan gen pada kromosom homolog yang menempati lokus yang bersesuaian dan
mempengaruhi sifat yang sama pada organisme disebut alel. Manakah diantara diagram di bawah ini yang menunjukan pasangan alel pada individu?
 
4. Perhatikan skema langkah sintesis protein.
 
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">
Dimanakah terjadinya proses no 1?
(A) sitoplasma
(B) retikulum endoplasma
(C) nukleus
(D) ribosom bebas
(E) golgi kompleks

5. Berapa macam gamet F1 yang terbentuk dari persilangan induk yang genotip AabbCCDD dengan aabbccdd?
(A) 1 (D) 8
(B) 2 (E) 16
(C) 4

6. Pada lalat buah Drosophilla melanogaster : Warna bulu kelabu (K) dominan terhadap warna bulu hitam (k). Sayap panjang (P) dominan terhadap sayap pendek (k). Persilangan antara lalat kelabu panjang (KkPp) dengan hitam pendek menghasilkan keturunan sebaga berikut :
- Kelabu panjang = 412 ekor
- Kelabu pendek = 76 ekor
- Hitam panjang = 84 ekor
- Hitam pendek = 428 ekor
Dipastikan bahwa penyebabnya karena adanya peritiwa pindah silang dengan pindah silang (NPS atau FR) sebesar ....
(A) 10 % (D) 32 %
(B) 16 % (E) 42 %
(C) 28 %

7. Perhatikan diagram pewarisn buta warna berikut .
 
Ice adalah wanita normal (tidak buta warna), sedangkan Roy adalah laki-laki butawarna.
Kemungkinan cucu Ice dan Roy adalah ....
(A) 25 % buta warna dan 75 % normal
(B) 50 % buta warna dan 50 % normal
(C) 75 % buta warna dan 25 % normal
(D) 25 % buta warna, 50 % normal, 25 % carier
(E) 50 % buta warna, 25 % normal, 25 % carier

8. Perhatikan gambar !
 
Gambar sel-sel dalam proses mitosis, urutan pembelian sel yang tepat ....
(A) 1 - 3 - 4 - 5 - 2
(B) 2 - 1 - 3 - 4 - 5
(C) 2 - 4 - 1 - 3 - 5
(D) 4 - 2 - 1 - 3 - 5
(E) 4 - 5 - 1 - 3 – 2

9. Beberapa siswa pada sekolah luar biasa (SLB) tuna grahita adalah penderita Sindrom Down.
Penyebabnya karena adanya mutasi kromosom....
(A) aneusomi
(B) aneuploid
(C) inversi peristik
(D) delesi
(E) translokasi

10. Pernyataan - pernyataan di bawah ini yang berhubungan dengan kondisi yang dipersyaratkan untuk supaya frekuensi gen tetap dari generasi ke generasi adalah ....
(A) tiap genotip mempunyai viabilitas dan fertilitas yang beda
(B) terjadi peristiwa migrasi ke atau dari populasi
(C) perkawinan antar individu terjadi secara acak
(D) terjadi peristiwa mutasi gen yang satu ke gen lainnya
(E) seleksi alam terhadap individu – individu yang lemah

11. Perhatikan gambar eksperimen Stanley Miller.
 
Hasil analisis secara kromotografi terhadap air yang tertampung pada bagian yang berlabel P setelah akhir percobaan, mengandung....
(A) senyawa - senyaa anorganik kompleks
(B) molekul - molekul organik sederhana
(C) makhluk hidup sederhana seperti virus
(D) organisme heterotrof purba
(E) gas metan dan amoniak

12. Dalam bidang pertanian bioteknologi telah berperan menghasilkan tanaman transgenik yang mengandung gen bakteri Bacillus thuringiensis. Tujuannya adalah untuk memperoleh tanaman ....
(A) mampu memupuk dirinya sendiri
(B) menguraikan senyawa yang bersifat racun
(C) dapat bertahan hidup pada areal yang gerang
(D) menghasilkan pestisida pembunuh hama
(E) memproduksi asam amino yang lengkap

13. Nenek moyang kita sejak jaman dahulu telah banyak memanfaatkan mikroorganisme untuk berbagai keperluan terutama bidang makanan dan minuman, Teknologi yang digunakan adalah teknologi ....
(A) kultur jaringan
(B) kultur mikroba
(C) fermentasi
(D) remediasi
(E) plasmid

14. Hibrida adalah sel - sel yang dihasilkan dengan cara fusi atau peleburan dua sel yang berbeda tipe. Sel tersebut merupakan kesatuan tunggal yang mengandung sifat kedua sel induk. Hibridoma banyak digunakan untuk....
(A) menghasilkan antibodi monoklonal
(B) memfermentasikan gula menjadi alkohol
(C) memfermentasikan alkohol menjadi asam cuka
(D) memisahkan biji logam dari bahan – bahan lain
(E) memproduksi protein sebagai makanan ternak

15. Dampak negatif bioteknologi bagi kehidupan manusia adalah adanya makhluk baru seperti mikroorganisme hasil rekayasa genetika yang terlepas ke lingkungan dapat menyebabkan ....
(A) punahnya mikroorganisme lain
(B) pemanasan global
(C) produksi pertanian menurun
(D) timbulnya penyakit baru
(E) erosi plasma nutfah

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