7.1 tonna sulfat kislota ishlab chaqarish uchun necha kg pirit kerak?
A) 1224 B) 918 C) 612 D) 306
8. Agar elektrolitning dissotsiyatlanish darajasi α= 25% teng bo’lib eritmaga 3∙ 1020ta molekulasi kiritilgan bo’lsa, elektrolitning necha molekulasi dissotsiyalangan bo’ladi?
A) 17,5∙ 1023 B) 2,25∙ 1020 C) 75∙ 1023 D) 7,5∙ 1019
9. FeS ning massa ulushi 88% bo’lgan 1kg temir sulfiddan qancha hajm (n.sh) vodorod sulfid olish mumkin?
A) 224 B) 112 C) 448 D) 672
10.Temperatura koeffisiyenti 2 bo’lgan reaksiya tezligi 400 C da 2mol/l∙s bo’lgan . Shu reaksiya tezligi 800C da qanchaga teng bo’ladi?
A) 40,5 B) 16,2 C) 162 D) 32
11. 238U dan 226Ra hosil bo’lishida yadro qancha va zarracha yo’qotadi?
A) C)3D)
12. Gidrolizga uchramaydigan tuzlarni aniqlang:
1) osh tuzi 2) kaliy sulfat 3) kaliy nitrat 4) kaliy xlorat 5) natriy atsetat
A) 2,3,5 B) 2va 3 C)1va 4 D) 2,3,4
13. Quyidagi elementlar orasidagi bog’ning qutbliligi ortib borish qatorini toping.
1) xlor- ftor 2) brom- ftor 3) yod- ftor 4) brom –xlor 5) yod- xlor 6) yod- brom
A) 4,6,5,1,2,3 B) 1,2,3,4,6,5 C) 4,5,6,1,2,3 D) 5,6,4,1,2,3
14. Qaysi ionlar eritmada bir vaqtda mavjud bo’la oladi?
A) Na+,Cl- , Ag+, NO3-
B) K+, F-, Ag+, NO3-
C) Ba+2, NO3-, Al+3, SO4-2
D) Fe+2, SO4-2, K+, OH-
15.Quyida keltirilgan o’zgarishlar natijasida hosil bo’lgan X,Y,Z moddalarni aniqlang
A)natriy gidroksid, natriy sulfit, SO2
B) natriy oksid, natriy sulfid, SO2
C) natriy gidroksid, oltingugurt, vodorod
D) natriy gidroksid, natriy sulfat, SO2
16. Temir atomining absolyut massasini (kg) toping?
A) 9,3· 10-26 B) 92,93· 10-23 C) 33,73· 10-27 D) 28
17. Fe +3 ionida nechta toq elektron bor?
A) 3 B) 4 C) 6 D) 5
18. Berilgan qatorda atom radiusi qanday o’zgaradi? Li, Na,K, I,Br,Cl,F
A) I gacha kamayadi, keyin ortadi B) ortadi
C) I gacha ortadi ,keyin kamayadi D) kamayadi
19. Sublimatlanish nima?
20.Ba2+ +SO42-→ BaSO4↓, qisqa ionli tenglamasi uchun molekulyar va to’liq ionli tenglama tuzing.
21. Berilgan ionlarni aniqlash uchun reaktivlarni tanlang: S2-, SO42-, Cl-, PO43-( berilgan ketma-ketlikda)
22. Glauber tuzini formulasi va ishlatilishini yozing?
23. Ingibitor nima?
24. Silvinitni formulasini yozing.
25. HNO3 va N2O5 dagi azotning valentligi va oksidlanish darajasini toping?
Тесты по химии
8 класс
III вариант
1. Какие соли подвергаются гидролизу? 1) сульфид натрия 2) нитрат лития 3) сульфат аммония 4) карбонат калия 5) хлорид калия
A) 2,5 B) 1,2,5 C) 1,3,4 D) 3,4
2. На сколько градусов0C надо повысить температуру реакции, чтобы увеличить скорость реакции в 1024 раза?
A) 60 B) 40 C) 50 D) 80
3.При разложении 3,16г перманганата калия образовалось 2,24л кислорода(н.у).Найдите выход реакции.
A) 0,8 B) 0,9 C) 1 D) 0,73
4. Найдите электронную конфигурацию иона хрома(III)
A) …3p64s23d5 B) …3s23p64s23d6 C) …3p64s23d2 D) …3s23p63d3
5. Какое вещество при разложении образует кислород
А) малахит В) нитрат аммония С) нитрат калия D) дихромат аммония
6. При бомбардировке изотопа![](data:image/png;base64,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)
Do'stlaringiz bilan baham: |