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In particular, depending on the number of members of the legislature (which we have not been given), any number of members could have voted against the measure. However, beyond this we know essentially nothing from statement 2. Given this condition, we know that the number of members of the legislature was divisible by 3, and that the legislature had at least 15 members (to allow for the “5 additional members of the legislature” that could have voted against the measure, for a total of 1/3 of the members voting against it). This statement describes a scenario, of 5 additional members of the legislature voting against the measure, and stipulates that 1/3 of the members of the legislature would have voted against the measure in the scenario. Furthermore, based on statement 1, we do not know the number of members of the legislature (although we do know, based on this statement, that the number of members of the legislature is divisible by 4) NOT sufficient.Ģ. After all, any number among the 3/4 of the remaining members could have voted against the measure. This statement, that 1/4 of the members of the legislature did not vote on the measure, is compatible with any number of members of the legislature voting against the measure. The task in this question is to determine whether, on the basis of statements 1 and 2, it is possible to calculate the number of members of the legislature who voted against a certain measure.ġ. so they are part of total, just shifting sides In statement 2, when 5 additional members were added to 'a', Doesn't the total member become a+5+d+f ?ĥ is already part of total, they could be initially part of NOT voted or voted forĥ additional members of the legislature. NEW question from GMAT® Quantitative Review 2019 (2) If 5 additional members of the legislature had voted against the measure, then the fraction of members of the legislature voting against the measure would have been 1/3
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(1) 1/4 of the members of the legislature did not vote on the measure. How many members of a certain legislature voted against the measure to raise their salaries?