https://www.cnn.com /election /2016 /results/president
Full results by state for the 2016 presidential election and electoral vote count.
https://en.wikipedia.org /wiki/United_States_presidential_election ,_2016
The news media and election experts were surprised at Trump's winning the Electoral College. For example, on the eve of the vote, spread betting firm Spreadexhad Clinton at an Electoral College spread of 307-322 against Trump's 216-231. English political scientist Lloyd Gruber said, "One of the major casualties of the 2016 election season has been the reputation of political science, a discipline whose practitioners had largely dismissed Donald Trump's chances of gaining the Repu…
https://www.nytimes.com /elections /2016
Donald J. Trump. Trump. 270 to win. Hillary Clinton Clinton. Donald J. Trump Trump. Lost 6 seats –6. Gained 6 seats +6. Popular Vote. 65,853,625 votes (48.0%)
https://www.the-sun.com/news/1692604/donald-trump-hillary-clinton-election -day-voters ...
Oct 26, 2020 · Nearly 139 million Americans voted in the 2016 presidential election, according to Business Insider. There were about 230 million eligible voters at the time. Voter turnout in 2016 was about 60 percent, the second-highest rate in the last half-century, according to USA Today.
https://www.popsugar.com /news/how-many -people ...
Oct 21, 2020 · In 2016, after then-Republican nominee Donald Trump ran against Democratic nominee Hillary Clinton, the United States Election Project announced that nearly 139 million citizens cast their ballots...
https://www.thesun.co.uk /.../donald-trump-hillary-clinton-election -day-voters -turnout
Oct 26, 2020 · Nearly 139 million Americans voted in the 2016 presidential election, according to Business Insider. There were about 230 million eligible …
https://www.bustle.com /articles/192629-how-many -people -voted -in-the-2016 -election ...
Nov 10, 2016 · By the final week of October, more than 22 million people had already cast their ballots in the election. According to the New York Post , 46 million …
Other articles from bustle.com
https://www.dailydot.com /debug/voter -turnout-2016
Apr 20, 2018 · According to the United States Election Project, an average of 59.7 percent of eligible voters cast their ballots. (The turnout number is lower when you just look at voting-age Americans, but not...
Related searches for how many people voted in 2016 election 2016 United States presidential election The 2016 United States presidential election was the 58th quadrennial presidential election, held on Tuesday, November 8, 2016. The Republican ticket of businessman Donald Trump and Indiana governor Mike Pence defeated the Democratic ticket of former secretary of state Hillary Clinton and U.S. senator from Virginia Tim Kaine. Trump took office as the 45th president, and Pence as the 48th vice president, on January 20, 2017. It was the fifth and most recent presidential election in which the winning candidate lost the popular vote.
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