Legislative Branch
The President of the United States has nominated someone to serve as a justice of the Supreme Court.
Which action is necessary before the nominee can serve on the Court?
A. The House of Representatives must confirm the nominee.
B. The Attorney General must approve the nominee.
C. The Supreme Court must approve the nominee.
D. The Senate must confirm the nominee.
The Senate must confirm the nominee.
How can the president prevent a bill from becoming a law?
A. by issuing an executive proclamation
B. by using the power of appointment
C. by issuing an executive order
D. by using the power of veto
By using the power of veto
In a civil appellate court case, a decision is made by the court that certain evidence should have been admitted in the original trial. The appeals court orders a retrial of the case.
What difference between trial and appeals courts is being demonstrated here?
A. Trial courts only handle criminal cases.
B. Appellate courts only handle civil cases.
C. Appeals courts determine legal errors in trial cases.
D. Trial courts present new findings to appealed cases.
Appeals courts determine legal errors in trial cases.
Step 1. Citizens write to their representative about an idea for a new law.
Step 2. The representative introduces a bill.
Step 3. The House of Representatives approves the bill.
Step 4. ?????
What is the next step in the lawmaking process?
A. The governor signs the bill into law.
B. The bill goes to the Senate for action.
C. The people vote on the bill in an election.
D. The bill goes to the Supreme Court for a hearing.
The bill goes to the Senate for action.
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
Approval by the legislator
The Congress shall have the power . . . to make all laws which shall be necessary and proper for carrying into execution the foregoing powers . . .
- Article 1, Section 8, U.S. Constitution
Which is the main impact of this clause?
A. the division of responsibilities through delegated powers
B. the expansion of legislative authority through implied powers
C. the checks and balances on other branches through enumerated powers
D. the sharing of authority with the executive branch through concurrent powers
The expansion of legislative authority through implied powers
How are the legislative and executive branches of the U.S. government different from each other?
A. The legislative branch enforces the laws, and the executive branch interprets the laws.
B. The legislative branch interprets the laws, and the executive branch enforces the laws.
C. The legislative branch makes the laws, and the executive branch interprets the laws.
D. The legislative branch makes the laws, and the executive branch enforces the laws.
The Executive Branch enforces the laws, and the Judicial Branch interprets the laws.
Education Bill Passes State Legislature
How is the next step in the law-making process similar at the state and federal levels?
A. The bill would need to be approved by voters.
B. The bill would need to be approved by the courts.
C. The bill would need to be approved by the executive.
D. The bill would need to be approved by a special convention.
The bill would need to be approved by the executive.
What happens if a bill in the Florida legislature is returned to the Senate without amendments?
A. The bill is then sent to be enrolled by the Senate as an act.
B. The bill is then sent to committee hearings to be reported.
C. The bill is then sent to the governor for a decision about signing it.
D. The bill is then sent to the Conference Committee to debate the issues.
The bill is then sent to be enrolled by the Senate as an act.
The Congress shall have the power . . . to make all laws which shall be necessary and proper for carrying into execution the foregoing powers . . . - Article 1, Section 8, U.S. Constitution
Which is the main impact of this clause?
A. the division of responsibilities through delegated powers
B. the expansion of legislative authority through implied powers
C. the checks and balances on other branches through enumerated powers
D. the sharing of authority with the executive branch through concurrent powers
the expansion of legislative authority through implied powers
In the State of the Union speech, the president recommends that Congress lower taxes. Congress responds that the government needs the funds created by taxes. The president then issues an executive order to lower taxes. The Supreme Court declares the executive order unconstitutional, determining that the action is a violation of separation of powers.
Which of these is described in this scenario?
A. how checks and balances works
B. why freedom of speech is important
C. how due process of law protects rights
D. why powers are shared between levels of government
How checks and balances works.
Which part of the federal government can impeach the president?
A. the Cabinet
B. the Supreme Court
C. the House of Representatives
D. the National Security Council
the House of Representatives
In which way are the federal and state judicial systems different?
A. Only state courts can hear civil cases.
B. Only federal courts can assign the death penalty.
C. Only federal courts can try cases between states.
D. Only state courts can review the constitutionality of state laws
Only federal courts can try cases between states.
Which statement explains why the U.S. Constitution requires the president to give a State of the Union Address to Congress?
A. Congress and the president must consult each other because both branches play a role in making law.
B. Congress must request funding for its programs from the president at the beginning of the year.
C. Congress can communicate directly with the president only at the beginning of a new year.
D. Congress cannot pass any laws without the approval of the president.
Congress and the president must consult each other because both branches play a role in making law.
In the State of the Union speech, the president recommends that Congress lower taxes. Congress responds that the government needs the funds created by taxes. The president then issues an executive order to lower taxes. The Supreme Court declares the executive order unconstitutional, determining that the action is a violation of separation of powers.
Which of these is described in this scenario?
A. how checks and balances works
B. why freedom of speech is important
C. how due process of law protects rights
D. why powers are shared between levels of government
how checks and balances works
Which power does the U.S. Constitution grant to the legislative branch of
government?
A. declaring war
B. enforcing laws
C. making treaties
D. interpreting laws
Declaring war
Which statement best describes the role of the vice president in Congress?
A. The vice president assigns bills to committees in the House of Representatives.
B. The vice president casts tie breaking votes in the house of representatives.
C. The vice president assigns bills to committees in the Senate.
D. The vice president casts the tie breaking votes in the Senate.
The vice president casts the tie breaking votes in the senate.
The president makes a television appearance and announces that the government needs more money to pay for government services and domestic policies. The president then drafts an executive order for a new payroll tax. However, the Supreme Court rules the order to be unconstitutional.
Which statement justifies the Supreme Court ruling?
A. Domestic policies are made by the Senate.
B. The power to tax belongs to the legislative branch.
C. Executive orders are approved by the judicial branch.
D. The power to increases government services belongs to the Congress.
The power to tax belongs to the legislative branch.
The great thing about our system of democracy is when they call you for jury duty, you have to come...Its an honor and a privilege. I was called and I've got to be here. -Antonio Villaraigosa
What combination of an American principle and foundation document supports the quote above?
A. Popular Sovereignty; Mayflower Compact
B. Due Process; Magna Carta
C. Popular Sovereignty; English Bill of Rights
D. Due Process; Common Sense
Due Process; Magna Carta
The president makes a television appearance and announces that the government needs more money to pay for government services and domestic policies. The president then drafts an executive order for a new payroll tax. However, the Supreme Court rules the order to be unconstitutional.
Which statement justifies the Supreme Court ruling?
A. Domestic policies are made by the Senate.
B. The power to tax belongs to the legislative branch.
C. Executive orders are approved by the judicial branch.
D. The power to increases government services belongs to the Congress.
The power to tax belongs to the legislative branch.
Which action distinguishes the legislative branch from the judiciary branch of government?
A. It gives orders to the armed forces.
B. It writes bills that may be passed into law.
C. It reviews laws to determine constitutionality.
D. It pardons people convicted of federal crimes.
D. the National Security Council
It writes bills that may be passed into law.
The U.S. Senate asks the president to testify before a committee. The president responds that giving testimony would interfere with his job as chief executive. The U.S. Congress brings charges against the president for refusing to appear before the committee. The U.S. Supreme Court hears the case and rules against the president.
Which principle of government is shown in this scenario?
A. federalism
B. due process of law
C. checks and balances
D. representative democracy
Checks and balances.
Jimmy runs a chain of souvenir shops in South Florida. He imports T-shirts and other apparel from Guatemala to sell in his stores. One day, student protesters damage several of his stores, demanding that he pay his workers in Guatemala a fair wage. Jimmy estimates the damage at $5,500. He sues the protesters for the damage they cause.
Where is the original jurisdiction of this case?
A. This is a local small-claims case.
B. This is a local challenge to international trade.
C. This is a federal small-claims case.
D. This is a federal challenge to international trade.
This is a local small-claims case.
1.Bill is proposed in the House of Reps.
2.Bill is introduced to the House of Reps
3. ??????????
4.Bill is debated
Which step completes the diagram outlining the steps in creating a federal law?
A. Bill is sent to states.
B. Bill is sent to Senate.
C. Bill is sent to committee.
D. Bill is sent to President
Bill is sent to committee.