Enlightenment
American Revolution
French Revolution 1
French Revolution 2
Important Figures
100

Regulating and correcting different parts of a government through limiting and adjusting the power of each part to ensure that no part of a government becomes too powerful.

What is Checks and Balances?

100

Appalachian Mountain boundary

What is Proclamation of 1763?

100

A type of government with laws & rules that restricts the rule of a king/queen; limits the power of a ruler; Limited Monarchy.

What is a Constitutional Monarchy?

100

A church tax

what are Tithes?

100

He believed people are naturally reasonable and moral, and that people give the government the authority to rule. A government is required to protect natural rights

Who is John Locke?

200

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

Who is Thomas Hobbes?

200

The response to “Tea Party”. Closed port of Boston until British merchants were repaid for ruined tea. Britain forced colonists to house and feed British soldiers and allowed people accused of a crime in the colonies to be sent to England for a trial

What is Coercive Act?

200

this happened to Counterrevolutionaries, enemies to the Revolution, and anyone who disagreed with Robespierre version of the General Will.

What is Executed?

200

On the Island of Elba, Napoleon raised a small army. He strengthened his army and invaded Belgium to defeat the allied forces. British and Prussian forces defeated Napoleon on June 1815.

What is the Battle of Waterloo?

200

He believed people are naturally good.

The Evils of society are what corrupt society

He believed in a Republicanism government.

Only elected government can place restrictions on the people

Who is Jean-Jacques Rousseau?

300

An agreement people make to cooperate with one another by giving up the state of nature and some individual rights in order to have protection and an organized society.

What is a Social Contract?

300

A British hands off approach to managing colonies due to huge profits being made. 

What is Salutary Neglect?

300

Urban workers who violently revolted during the revolution, because they suffered from food shortages, unemployment, and low wages.

Who were the Sans-Culottes?

300

He writes a revolutionary newspaper, which he uses to spread revolutionary ideas to the people of France.

Who is Jean Paul Marat?

300

Writes a revolutionary newspaper, which he uses to spread revolutionary ideas to the people of France

Jean Paul Marat?

400

He Admired the English Constitutional Monarchy because of its divided power. Believed in Checks and Balances where the best government divides power into 3 branches: Legislature, Executive, Judicial

Who is Montesquieu?

400

A Series of taxes on lead, glass, tea, etc. Allowed British officials to search homes for smuggled goods and Outlawed the New York Assembly.


Townshend Acts of 1767?

400

the National Assembly, the third estate promised to not disband until they had written it.

What is a constitution?

400

A military takeover that forced the government at the time out of power and brought Napoleon to power.

-----Daily Double----- 

What was the Coup d’état?

400

A Jabobin that was a part of the Committee of Public Safety. He believed in the idea of "General Will" and that virtue without terror is fatal.

Who is Maximilian Robespierre?

500

the Law of nature

What is reason?

500

The treaty that ended the American Revolutionary War

What is the Treaty of Paris?

500

Restricted all countries controlled by France to trade with Great Britian.

What is the Continental system?

500

A consistent law code for all of France that created equality before the law, the right to choose one's profession, freedom of religion, protection of property rights, abolition of serfdom.

What is the Napoleonic Code?

500

A  man who was command of the French Army in Italy and later became the emperor of France who developed many government reforms.

Who is Napoleon Bonaparte?