What parties are there?
Who can vote?
What is required?
Who should I vote for?
EOC Practice
100

What are the two major political parties in the USA?

Republican and Democratic parties

100

What are the 3 requirements to be an elector (voter) in the state of Florida?

US citizen, 18 years old, live in Florida

100

The following is an excerpt from a government document: 

    "must be an elector not less than thirty years of    age who has resided in the state for the preceding seven years."

What government position's requirements is being described in the excerpt? 

A. US Senator 

B. FL Governor

C. FL Legislator 

D. US House of Representatives


B. FL Governor

100

Four candidates are running for a seat in the U.S. Senate to represent the state of Florida as shown in the chart below. 

Which candidate is qualified to run for this position? 

A. Candidate 1 

B. Candidate 2 

C. Candidate 3 

D. Candidate 4

B. Candidate 2

100

The passage below is from a historical document. 

“...That to secure these rights, Government are instituted among Men, deriving their just powers from the consent of the governed, -- That whenever any Form of Government becomes destructive of these ends, it is the Right of the People to alter or to abolish it....” 

Based on this passage, where should government get their power? 

A. from the legislative branch 

B. from the executive branch 

C. from elected leaders 

D. from the public

D. from the public

200

Political parties have been a part of United States history for over two hundred years. Which of the following is a major function of political parties? 

A. selecting cabinet members 

B. choosing Supreme Court judges 

C. nominating candidates for office 

D. establishing voting qualifications

C. nominating candidates for office 

200

18 year olds gained the right to vote after the passage of which amendment?

A. 14th 

B. 15th

C. 19th

D. 26th

D. 26th

200

Which is a constitutional requirement to run for President?

A. U.S. permanent resident

B. at least 25 years old

C. at least 30 years old

D. U.S. citizen

D. U.S. citizen

200

Based on the information on these posters, which candidate may be considered a better choice for governor? 

A. Julio Ramirez, because he is a local attorney. 

B. Francisco Reye, because he is concerned about literacy. 

C. Julio Ramirez, because he has more governmental experience.

D. Francisco Reye, because he will be able to relate more to younger citizens.

C. Julio Ramirez, because he has more governmental experience.

200

Which of the following is a similarity between a republic and a direct democracy? 

A. Both give a dictator absolute power. 

B. Both give sovereign power to the states.

C. Both choose candidates to represent people. 

D. Both allow the people to make decisions in their government.

D. Both allow the people to make decisions in their government.

300

Which spending increase would the Democratic Party likely support?

A. homeland security

B. space exploration

C. education

D. military

C. education

The Democratic Party platform more often supports increases in education spending for public schools compared with the Republican Party platform.

300

How did the passage of the 19th amendment to the U.S. Constitution impact the political process in the United States? 

A. Women were allowed to contribute to political campaigns. 

B. Women were allowed to hold citizenship rights. 

C. Women were allowed to hold public offices. 

D. Women were allowed to vote in national elections.

D. Women were allowed to vote in national elections.

300

Which is a constitutional requirement to run for Congress?

A. U.S. permanent resident

B. at least 25 years old

C. at least 30 years old

D. U.S. citizen

D. U.S. citizen

The Constitution requires that in order to be a member in either house of Congress (the Senate or THOR) you must first be a citizen in the USA.

300

A local newspaper endorsed Mayor Sanford in a state senate race over his opponent.  Why might the newspaper endorse Mayor Sanford?

A. Mayor Sanford owns a local farm.

B. Mayor Sanford is an elected official.

C. Mayor Sanford is an experienced teacher.

D. Mayor Sanford owns a local radio station.

B. Mayor Sanford is an elected official.

Political experience plays one of the most important factors in whether candidates will be endorsed by newspapers or interest groups, most of the time. 

300

The table below identifies services provided by different levels of government.

Which completes the diagram? 

A. Enforces local building codes. 

B. Establish educational standards. 

C. Operates police and fire departments 

D. Conducts diplomacy with foreign leaders.

B. Establish educational standards. 

400

Item

The conversation below is part of a political discussion.   

---------------------------

Lou: I am going to vote for the candidate who will support cutting government spending.

Bob: Yes, we spend too much on some programs.

---------------------------

Which party’s candidates are these voters most likely to support?  

A. Democratic

B. Green

C. Republican

D. Socialist

C. Republican

The Republican Party platform focuses on cutting government spending and reducing spending on some programs such as social welfare.

400

How did the Fourteenth Amendment impact the participation of African Americans in the political process? 

A. It provided for citizenship regardless of race. 

B. It abolished slavery and involuntary servitude. 

C. It granted African American women the right to vote. 

D. It guaranteed African American men the right to vote.

A. It provided for citizenship regardless of race. 

400

What office requires candidates to be citizens based on the law of soil or law of blood? What is the qualification referred to in the Constitution?

The office of President requires candidates to be "natural born" citizens. 

400

After serving as a U.S. Senator, Laura decided to run for governor of Florida.  Liz, Laura’s opponent, claims in court that Laura is not qualified to run.   A judge rules in Liz’s favor.  What was the basis for the lawsuit?

A. Laura has never owned land in Florida.

B. Laura is not a Florida resident.

C. Laura is not yet 40 years old.

D. Laura has never voted.

B. Laura is not a Florida resident.

The question does not give any information as to where Laura lives, but the judge ruled she was not qualified. Candidates for governor in Florida must have resided in Florida for at least seven years, so this suggests she has not met that requirement.

400

What was the impact of the Supreme Court ruling in Brown v. Board of Education ? 

A. It was a major victory of the Civil Rights Movement and paved the way for integration. 

B. It was the first case in which the Supreme Court declared a law as unconstitutional. 

C. It required schools to provide a free and public education to all children regardless of income. 

D. It created the federal department of education and restricted the states' powers over education.

A. It was a major victory of the Civil Rights Movement and paved the way for integration

500

The statement below is from a political party platform. 

"We, the workers and our allies, need to take power from the wealthy hands of the few, their corporations, and the political operatives."

Which political party's position is represented in the statement? 

A. Communist

B. Democratic 

C. Republican 

D. Socialist

A. Communist

500

What group of people was allowed to vote in 1789? BE SPECIFIC

Land owning, white, males

500

What are the requirements to become president?

Natural born citizen, 14 years a resident of the USA, and 35 years old

500

The newspaper headline below describes a government process.

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

C. Richards has less political experience than his opponent.

Prior political experience is very often, though not always, a key characteristic that voters look for when choosing a candidate. 

500

The poster below is from a recent election.

"Vote for Doug

Doug is pro-immigration!

Doug is pro-military!"

Based on the poster, what conclusion can be drawn about the candidate?

A. Doug is running for judge.

B. Doug is running for mayor.

C. Doug is running for president.

D. Doug is running for city council.

C. Doug is running for president.

Presidents are national level elected officials.  Immigration and military issues are delegated to the federal government.  Candidates for national office focus on national-level issues including immigration and the military.