Question
Use the source to answer the question that follows. & Candidate X & Candidate Y & Candidate Z }(c) Total Popular Votes & 7,000,000 & 66,000,000 & 57,000,000 Percentage of Popular Votes Received & 5.38 % & 50.77 % & 43.85 % Electoral College Votes Received & 8 & 258 & Independent Political Party Affiliation & Democrat & Republican & Independent Based on the results of the U.S. presidential election above, which candidate would become president? Candidate Y would, because the candidate received the most popular votes. Candidate Z would, because the candidate recelved a majority of the total electoral votes. Candidate Z would, because the candidate recelved the highest percentage of popular votes. Candidate Y would, because the candidate recelved the most electoral votes out of the two major parties.
Answer
4.3
(197 Votes)
Lydia
Master · Tutor for 5 years
Answer
Candidate Z would, because the candidate received a majority of the total electoral votes.
Explanation
In the U.S. presidential election process, the outcome is determined by the Electoral College votes rather than by the popular votes. A candidate needs to secure the majority of the Electoral College votes to win the presidency. In this case, Candidate Z received 272 Electoral College votes, while Candidate Y received 258 Electoral College votes. Therefore, Candidate Z would become president, as they received a majority of the total electoral votes.