Тестирование
материал для подготовки к егэ (гиа) по истории (9 класс)

Куулар Чойгана Амировна

Часть 1.

При выполнении заданий1-22 запишите в поле ответов одну цифру, которая соответствует номеру правильного ответ.

 

 Задание 1

В каком году впервые произошло венчание русского государя на царский престол?

 

1) 1547 г.        2) 1598 г.                      3) 1606 г.                         4) 1613 г.

2. Задание 2

Разорение Москвы ханом Тохтамышем произошло в княжение

 

1) Ивана Калиты    2) Дмитрия Донского       3) Василия II     4) Ивана III

3. Задание 3 

Что из пе­ре­чис­лен­но­го стало одним из след­ствий Смуты в Рос­сий­ском государстве?

 

1) при­со­еди­не­ние к Рос­сии по­бе­ре­жья Бал­тий­ско­го моря от Вы­бор­га до Риги

2) рас­пад Ли­вон­ско­го ордена        3) утра­та Рос­си­ей Смоленска    4) об­ра­зо­ва­ние Речи Посполитой

4. Задание 4

Прочтите от­ры­вок из Ду­хов­ной гра­мо­ты и ука­жи­те князя, ко­то­рый её составил.

«Во имя отца и сына и свя­то­го духа. Я грешный, ни­чтож­ный раб божий Иван, пишу ду­хов­ную грамоту, идя в Орду, никем не принуждаем, в здра­вом своём уме, в пол­ном здоровье. На случай, если бог что решит о моей жизни, даю за­ве­ща­ние сы­но­вьям моим и кня­ги­не моей. За­ве­щаю сы­но­вьям своим от­чи­ну свою Москву, а раз­дел учи­нил им такой. Дал я сыну стар­ше­му Семёну: Мо­жайск со всеми волостями, Ко­лом­ну со всеми Ко­ло­мен­ски­ми волостями... <...> Даю сыну моему Ивану: Звенигород, Кремичну, Рузу, Фоминское, Суходол, Ве­ли­кую слободу, За­мош­скую слободу, Угож, Ростовцы, Ока­тье­ву слободку, Скирминовское, Тростну, Не­гу­чу <...»>.

 

1) Иван Калита        2) Иван Красный             3) Иван III            4) Иван IV

5. Задание 5

Укажите пе­ри­од времени, когда в Рос­сии на­чал­ся про­мыш­лен­ный переворот.

 

1) конец XVIII в.            2) пер­вая по­ло­ви­на XIX в.    3) вто­рая по­ло­ви­на XIX в.    4) на­ча­ло XX в.

6. Задание 6 

Укажите место, где соединились 1-я армия М. Б. Барклая де Толли и 2-я армия П. И. Багратиона в 1812 г.

 

1) г. Минск     2) г. Смоленск       3) с. Бородино             4) г. Можайск

7. Задание 7 

Что из названного относится к причинам возникновения декабристских организаций?

 

1) широкое распространение идей западничества     2) недовольство проектами реформ М. М. Сперанского         3) рост национального самосознания, вызванный Отечественной войной 1812 г.            4) широкое распространение идей славянофильства в России

8. Задание 8 

Прочтите отрывок из мирного договора и укажите российского государственного деятеля, подписавшего его.

 

«Статья II. Российское императорское правительство, признавая за Японией в Корее преобладающие интересы политические, военные и экономические, обязуется не вступаться и не препятствовать тем мерам, кои императорское японское правительство могло бы почесть необходимым принять в Корее. Статья V. Российское императорское правительство уступает императорскому японскому правительству, с согласия китайского правительства, аренду Порт-Артура, Талиена и прилегающих территорий…»

 

1) М. М. Сперанский     2) А. М. Горчаков     3) С. Ю. Витте    4) П. А. Столыпин

9. Задание 9 

III От­де­ле­ние соб­ствен­ной Его Им­пе­ра­тор­ско­го Ве­ли­че­ства кан­це­ля­рии было со­зда­но в правление

 

1) Павла I          2) Алек­сандра I          3) Ни­ко­лая I              4) Ни­ко­лая II

10. Задание 10 

В каком веке на Крас­ной пло­ща­ди в Москве был от­крыт па­мят­ник К. Ми­ни­ну и Д.М. Пожарскому?

 

1) в XVII в.          2) в XVIII в.             3) в XIX в.                 4) в XX в.

11. Задание 11 

В каком году был под­пи­сан Ра­палль­ский до­го­вор между Со­вет­ской Рос­си­ей и Германией?

 

1) в 1922 г.                      2) в 1924 г.               3) в 1934 г.            4) в 1939 г.

12. Задание 12 

Какой термин непосредственно связан с осуществлением в СССР политики индустриализации в 1930-х гг.?

 

1) концессия         2) стахановец           3) продотряд             4) совнархоз

13. Задание 13 

Что явилось одним из последствий коллективизации и индустриализации, осуществлённых в СССР в 1930-е гг.?

 

1) снятие ограничений на привлечение иностранного капитала в экономику

2) появление частного сектора экономики

3) сокращение сельского населения страны

4) сокращение численности рабочих в составе населения страны

14. Задание 14 

Какая из меж­ду­на­род­ных кон­фе­рен­ций пе­ри­о­да Вто­рой ми­ро­вой войны со­сто­я­лась рань­ше других?

 

1) Крымская кон­фе­рен­ция ру­ко­во­ди­те­лей трёх со­юз­ных держав

2) Берлинская (Потсдамская) кон­фе­рен­ция ру­ко­во­ди­те­лей трёх со­юз­ных держав

3) Тегеранская кон­фе­рен­ция ру­ко­во­ди­те­лей трёх со­юз­ных держав

4) Конференция объединённых наций в Сан-Франциско

15. Задание 15

Прочтите отрывок из воспоминаний советского военачальника и укажите год, когда на фронтах Великой Отечественной войны сложилась описываемая ситуация.

 

«В те дни, оглядываясь на пройденные дороги войны и ведя бои глубоко в пределах родной земли, мы твёрдо верили, что главные трудности позади. Победа на Волге, ясная цель, всё возрастающая помощь тыла — всё это вдохновляло и звало вперёд, к окончательной победе. И мы уже были не теми, кого в июне 1941 года война взяла в суровые тиски, иной была и Красная армия. Совершенствовалось её воинское искусство, крепла боевая мощь. В ходе войны вырос отряд опытных, закалённых в сражениях командиров. В начале года личный состав сухопутных сил, ВВС и Флота впервые надел погоны, ставшие символом почётного солдатского и матросского долга советских воинов перед Родиной».

 

1) 1942 г.             2) 1943 г.                3) 1944 г.                       4) 1945 г.

16. Задание 16 

Укажите период, когда на­ча­лось осу­ществ­ле­ние эко­но­ми­че­ской ре­фор­мы А.Н. Косыгина.

 

1) начало 1960-х гг.     2) середина 1960-х гг.      3) начало 1970-х гг.  4) середина 1970-х гг.

17. Задание 17 

Какое со­бы­тие про­изо­шло в пе­ри­од прав­ле­ния Алек­сандра III?

 

1) начало про­ве­де­ния де­неж­ной ре­фор­мы С.Ю. Витте     2) отмена по­душ­ной подати

3) создание Ре­дак­ци­он­ных комиссий             4) разгром круж­ка петрашевцев

18. Задание 18

Прочтите отрывок из документа и укажите год, когда этот документ был обнародован.

 

«В Российской Федерации сложилась политическая ситуация, угрожающая государственной и общественной безопасности страны. <…> постановляю:

1. Прервать осуществление законодательной, распорядительной и контрольной функций Съездом народных депутатов Российской Федерации и Верховным Советом Российской Федерации до начала работы нового двухпалатного парламента Российской Федерации – Федерального Собрания…

2. Конституционной комиссии и Конституционному совещанию представить проект Конституции Российской Федерации…»

 

1) 1985 г.            2) 1991 г.             3) 1993 г.                           4) 2001 г.

19. Задание 19 

В переговорах о выходе России из Первой мировой войны в Брест-Литовске участвовал

 

1) В. И. Ленин           2) Ю. О. Мартов         3) И. В. Сталин            4) Л. Д. Троцкий

20. Задание 20 

Рассмотрите схему и вы­пол­ни­те задание.

 

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" />


Укажите цифру, ко­то­рой на схеме обо­зна­че­но место, где со­сто­ял­ся Си­ноп­ский бой.

 

1) 1                      2) 2                             3) 3                                    4) 4

21. Задание 21 

К достижениям СССР в области освоения космического пространства в 1960-е гг. относится

 

1) вывод на орбиту первого искусственного спутника Земли

2) стыковка на орбите советского и американского космических кораблей

3) создание космического корабля многоразового использования «Буран»

4) выход человека в открытый космос

22. Задание 22 

Рассмотрите изображение и выполните задание.

<img alt="" 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" />

Укажите стиль, в котором сооружён данный памятник архитектуры.

 

1) барокко         2) ампир              3) модерн                 4) конструктивизм

23. Задание 23

Расположите в хро­но­ло­ги­че­ском по­ряд­ке сле­ду­ю­щие события. Ука­жи­те ответ в виде по­сле­до­ва­тель­но­сти цифр вы­бран­ных элементов.

 

1) из­да­ние указа об обя­зан­ных крестьянах

2) из­да­ние Но­во­тор­го­во­го устава

3) под­пи­са­ние Де­улин­ско­го пе­ре­ми­рия между Рос­си­ей и Речью Посполитой

4) вос­ста­ние под пред­во­ди­тель­ством Е.И. Пугачёва

24. Задания Д24 

Установите со­от­вет­ствие между на­зва­ни­я­ми мир­ных до­го­во­ров и условиями, ко­то­рые они содержали: к каж­до­му эле­мен­ту пер­во­го столб­ца под­бе­ри­те со­от­вет­ству­ю­щий эле­мент из вто­ро­го столбца.

 

МИРНЫЙ ДОГОВОР

 

УСЛОВИЕ

А) Тильзитский

Б) Сан-Стефанский

В) Парижский

 

1) при­со­еди­не­ние к Рос­сий­ской им­пе­рии Крыма

2) объ­яв­ле­ние Чёрного моря нейтральным

3) при­со­еди­не­ние Рос­сии к Кон­ти­нен­таль­ной блокаде

4) при­зна­ние Осман­ской им­пе­ри­ей не­за­ви­си­мо­сти Сербии, Черногории, Румынии

 

 

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Часть 1.

При выполнении заданий1-22 запишите в поле ответов одну цифру, которая соответствует номеру правильного ответ.

 Задание 1

В каком году впервые произошло венчание русского государя на царский престол?

 

1) 1547 г.        2) 1598 г.                      3) 1606 г.                         4) 1613 г.

2. Задание 2

Разорение Москвы ханом Тохтамышем произошло в княжение

 

1) Ивана Калиты    2) Дмитрия Донского       3) Василия II     4) Ивана III

3. Задание 3 

Что из перечисленного стало одним из следствий Смуты в Российском государстве?

 

1) присоединение к России побережья Балтийского моря от Выборга до Риги

2) распад Ливонского ордена        3) утрата Россией Смоленска    4) образование Речи Посполитой

4. Задание 4

Прочтите отрывок из Духовной грамоты и укажите князя, который её составил.

«Во имя отца и сына и святого духа. Я грешный, ничтожный раб божий Иван, пишу духовную грамоту, идя в Орду, никем не принуждаем, в здравом своём уме, в полном здоровье. На случай, если бог что решит о моей жизни, даю завещание сыновьям моим и княгине моей. Завещаю сыновьям своим отчину свою Москву, а раздел учинил им такой. Дал я сыну старшему Семёну: Можайск со всеми волостями, Коломну со всеми Коломенскими волостями... <...> Даю сыну моему Ивану: Звенигород, Кремичну, Рузу, Фоминское, Суходол, Великую слободу, Замошскую слободу, Угож, Ростовцы, Окатьеву слободку, Скирминовское, Тростну, Негучу <...»>.

 

1) Иван Калита        2) Иван Красный             3) Иван III            4) Иван IV

5. Задание 5

Укажите период времени, когда в России начался промышленный переворот.

 

1) конец XVIII в.            2) первая половина XIX в.    3) вторая половина XIX в.    4) начало XX в.

6. Задание 6 

Укажите место, где соединились 1-я армия М. Б. Барклая де Толли и 2-я армия П. И. Багратиона в 1812 г.

 

1) г. Минск     2) г. Смоленск       3) с. Бородино             4) г. Можайск

7. Задание 7 

Что из названного относится к причинам возникновения декабристских организаций?

 

1) широкое распространение идей западничества     2) недовольство проектами реформ М. М. Сперанского         3) рост национального самосознания, вызванный Отечественной войной 1812 г.            4) широкое распространение идей славянофильства в России

8. Задание 8 

Прочтите отрывок из мирного договора и укажите российского государственного деятеля, подписавшего его.

 

«Статья II. Российское императорское правительство, признавая за Японией в Корее преобладающие интересы политические, военные и экономические, обязуется не вступаться и не препятствовать тем мерам, кои императорское японское правительство могло бы почесть необходимым принять в Корее. Статья V. Российское императорское правительство уступает императорскому японскому правительству, с согласия китайского правительства, аренду Порт-Артура, Талиена и прилегающих территорий…»

 

1) М. М. Сперанский     2) А. М. Горчаков     3) С. Ю. Витте    4) П. А. Столыпин

9. Задание 9 

III Отделение собственной Его Императорского Величества канцелярии было создано в правление

 

1) Павла I          2) Александра I          3) Николая I              4) Николая II

10. Задание 10 

В каком веке на Красной площади в Москве был открыт памятник К. Минину и Д.М. Пожарскому?

 

1) в XVII в.          2) в XVIII в.             3) в XIX в.                 4) в XX в.

11. Задание 11 

В каком году был подписан Рапалльский договор между Советской Россией и Германией?

 

1) в 1922 г.                      2) в 1924 г.               3) в 1934 г.            4) в 1939 г.

12. Задание 12 

Какой термин непосредственно связан с осуществлением в СССР политики индустриализации в 1930-х гг.?

 

1) концессия         2) стахановец           3) продотряд             4) совнархоз

13. Задание 13 

Что явилось одним из последствий коллективизации и индустриализации, осуществлённых в СССР в 1930-е гг.?

 

1) снятие ограничений на привлечение иностранного капитала в экономику

2) появление частного сектора экономики

3) сокращение сельского населения страны

4) сокращение численности рабочих в составе населения страны

14. Задание 14 

Какая из международных конференций периода Второй мировой войны состоялась раньше других?

 

1) Крымская конференция руководителей трёх союзных держав

2) Берлинская (Потсдамская) конференция руководителей трёх союзных держав

3) Тегеранская конференция руководителей трёх союзных держав

4) Конференция объединённых наций в Сан-Франциско

15. Задание 15

Прочтите отрывок из воспоминаний советского военачальника и укажите год, когда на фронтах Великой Отечественной войны сложилась описываемая ситуация.

 

«В те дни, оглядываясь на пройденные дороги войны и ведя бои глубоко в пределах родной земли, мы твёрдо верили, что главные трудности позади. Победа на Волге, ясная цель, всё возрастающая помощь тыла — всё это вдохновляло и звало вперёд, к окончательной победе. И мы уже были не теми, кого в июне 1941 года война взяла в суровые тиски, иной была и Красная армия. Совершенствовалось её воинское искусство, крепла боевая мощь. В ходе войны вырос отряд опытных, закалённых в сражениях командиров. В начале года личный состав сухопутных сил, ВВС и Флота впервые надел погоны, ставшие символом почётного солдатского и матросского долга советских воинов перед Родиной».

 

1) 1942 г.             2) 1943 г.                3) 1944 г.                       4) 1945 г.

16. Задание 16 

Укажите период, когда началось осуществление экономической реформы А.Н. Косыгина.

 

1) начало 1960-х гг.     2) середина 1960-х гг.      3) начало 1970-х гг.  4) середина 1970-х гг.

17. Задание 17 

Какое событие произошло в период правления Александра III?

 

1) начало проведения денежной реформы С.Ю. Витте     2) отмена подушной подати

3) создание Редакционных комиссий             4) разгром кружка петрашевцев

18. Задание 18

Прочтите отрывок из документа и укажите год, когда этот документ был обнародован.

 

«В Российской Федерации сложилась политическая ситуация, угрожающая государственной и общественной безопасности страны. <…> постановляю:

1. Прервать осуществление законодательной, распорядительной и контрольной функций Съездом народных депутатов Российской Федерации и Верховным Советом Российской Федерации до начала работы нового двухпалатного парламента Российской Федерации – Федерального Собрания…

2. Конституционной комиссии и Конституционному совещанию представить проект Конституции Российской Федерации…»

 

1) 1985 г.            2) 1991 г.             3) 1993 г.                           4) 2001 г.

19. Задание 19 

В переговорах о выходе России из Первой мировой войны в Брест-Литовске участвовал

 

1) В. И. Ленин           2) Ю. О. Мартов         3) И. В. Сталин            4) Л. Д. Троцкий

20. Задание 20 

Рассмотрите схему и выполните задание.

 https://hist-oge.sdamgia.ru/get_file?id=5586


Укажите цифру, которой на схеме обозначено место, где состоялся Синопский бой.

 

1) 1                      2) 2                             3) 3                                    4) 4

21. Задание 21 

К достижениям СССР в области освоения космического пространства в 1960-е гг. относится

 

1) вывод на орбиту первого искусственного спутника Земли

2) стыковка на орбите советского и американского космических кораблей

3) создание космического корабля многоразового использования «Буран»

4) выход человека в открытый космос

22. Задание 22 

Рассмотрите изображение и выполните задание.

https://hist-oge.sdamgia.ru/get_file?id=188

Укажите стиль, в котором сооружён данный памятник архитектуры.

 

1) барокко         2) ампир              3) модерн                 4) конструктивизм

23. Задание 23

Расположите в хронологическом порядке следующие события. Укажите ответ в виде последовательности цифр выбранных элементов.

 

1) издание указа об обязанных крестьянах

2) издание Новоторгового устава

3) подписание Деулинского перемирия между Россией и Речью Посполитой

4) восстание под предводительством Е.И. Пугачёва

24. Задания Д24 

Установите соответствие между названиями мирных договоров и условиями, которые они содержали: к каждому элементу первого столбца подберите соответствующий элемент из второго столбца.

 

МИРНЫЙ ДОГОВОР

 

УСЛОВИЕ

А) Тильзитский

Б) Сан-Стефанский

В) Парижский

 

1) присоединение к Российской империи Крыма

2) объявление Чёрного моря нейтральным

3) присоединение России к Континентальной блокаде

4) признание Османской империей независимости Сербии, Черногории, Румынии

 


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