In an election, the total number of valid votes cast was 3 . . . Votes secured by Candidate A = Total valid votes × Percentage secured by A Votes secured by Candidate B = Total valid votes - Votes secured by Candidate A Difference in votes = Votes secured by Candidate B - Votes secured by Candidate A Calculation: Votes secured by Candidate A = 3,75,000 × 48% Votes secured by Candidate A = 3,75,000 × 0
Three candidates: A, B, and C. - Brainly. com Total Votes: In a voting scenario, we typically assume the total percentage of votes to be 100% Votes Received by Candidate A: We know candidate A received 20% of the votes This leaves us with 80% of the total votes to distribute between candidates B and C Votes for B and C: Let's denote the percentage of votes received by candidate C as x
Percentages Flashcards - Quizlet Candidate A had a 5% increase in votes between 2011 and 2012; a percent increase is calculated based upon the "original" number, which in this case was the number of votes for Candidate A in 2011 This 5% increase was equivalent to 3 total votes You can use algebra to solve; let x equal the number of votes for Candidate A in 2011
Math 110: An Introduction to the Mathematics of Voting EXAMPLE 1 1 In a 3 candidate election, candidate A gets 12 votes, candidate B gets 20 votes, and candidate C 18 gets votes (total of 50 voters) Candidate B has a plurality of the votes but, in this case, not a majority of the votes Nonetheless, Candidate B is the winner Assuming that there are no ties, the plurality method is easy to carry
In an election the total number of valid | StudyX #### Solution By Steps ***Step 1: Calculate Candidate A's Votes*** Candidate A secured 48% of the valid votes \[ ext{Votes for A} = 0 48 imes 375,000 = 180,000 \] ***Step 2: Calculate Candidate B's Votes*** The rest of the valid votes went to Candidate B \[ ext{Votes for B} = 375,000 - 180,000 = 195,000 \] ***Step 3: Calculate the Difference in Votes*** Determine by how many votes Candidate
Three candidates contested an election and received 2272 . . . Percentage = (Value ⁄ Total Value) × 100 Calculation: Total number of votes = 2272 + 15272 + 23256 ⇒ Total number of votes = 40800 As, 1 st candidate received minimum votes ⇒ Percentage votes received by 1 st candidate = (2272 40800) × 100 ⇒ Percentage votes received by 1 st candidate = 5 56 ≈ 6% (approx) ∴ The candidate with
Solved The table gives the popular and electoral college . . . a Compute the each candidate's percentage of the total popular vote Did either candidate receive a popular majority? b Compute each candidate's percentage of the electoral vote Was the electoral winner also the winner of the popular vote? Total popular votes Electoral votes 215 186 Popular votes 5,463,334 5,518,462 1 11,388,846 a