GMAT Question > Candidate A, B and C are contesting elections...

Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?

- a)2
- b)2.4
- c)3.2
- d)4
- e)8

Correct answer is option 'D'. Can you explain this answer?

ratio = a:b:c=4:3:1

but c =2 million

thus multiplying the ratio with 2 we get = 8:6:2

thus total = 16 million

As 16 million is 20% decreased value of total X(let) voters

16 = X(1-20/100)

thus X= 20 million

thus number of people not voted = 20-16 million =4 million

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Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer?

80% is equivalent to 16 million

so 20% is 4 million

and D

so 20% is 4 million

and D

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Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer? for GMAT 2023 is part of GMAT preparation. The Question and answers have been prepared according to the GMAT exam syllabus. Information about Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for GMAT 2023 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer?.

Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer? for GMAT 2023 is part of GMAT preparation. The Question and answers have been prepared according to the GMAT exam syllabus. Information about Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for GMAT 2023 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Candidate A, B and C are contesting elections. Each voter can only vote for a single candidate. 20% of the voters refrained from voting and candidates A, B and C received votes in the ratio 4 :3: 1 respectively. If there were no invalid votes and Candidate C got 2 million votes, then how many voters (in millions) refrained from voting?a)2b)2.4c)3.2d)4e)8Correct answer is option 'D'. Can you explain this answer?.

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ratio = a:b:c=4:3:1but c =2 millionthus multiplying the ratio with 2 we get = 8:6:2thus total = 16 millionAs 16 million is 20% decreased value of total X(let) voters16 = X(1-20/100)thus X= 20 millionthus number of people not voted = 20-16 million =4 million