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In a constituency of the voters had voted for candidate A whereas had votedfor candidate B. Find the rational number of the voters who had voted for others. |
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Answer» Answer:Rational number of voters who had voted for other = 1/10Step-by-step explanation:Sincelet total number of voters = 100Then 19/25 of total voters = (19/25)×100 = 1900/25 = 767/50 of total voters = (7/50)×100 = 700/25 = 14So Candidate A have voters = 76and Candidate B has voters = 14Remaining voters = 100 - 76 - 14 = 10SO voters of other candidates = 10And fraction of voters of other candidate = 10/100 = 1/10ThusRational number of voters who had voted for other = 1/10 1----10 answerplzzz like Rational number=1/10; Voters=100; (19/25)×100=1900/100=76,; 7/50 of total voters=(7/50)×100=700/25=14, candidate A=76; B candidate B=14; remaining voters=100-76-10=10; fraction of voters other candidates=1/10; Rational number of voters had voted for other=1/10 1/10 is the correct answer of the given question |
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