I ran across this very simple Data Sufficiency Problem but got the problem wrong when I tried to solve it. I think the problem is just worded poorly, but maybe someone can point out what I am missing. The question is as follows:
Of 4800 voters who voted for Resolution K, 1800 were Democrat and 3000 were Republican. What was the total number of female voters who voted for Resolution K?
a. ¾ of Democrats & 2/3 of Republicans voted for Resolution K
b. 1/3 of Democrats who voted for Resolution K and ½ of Republicans who voted for Resolution K were female
The correct answer is C. However, it would seem that Statement 2 by itself is sufficient. The question asks for the total number of female voters that voted for Resolution K. The stem States that 4800 voters voted, and that 1800 of the voters were Dems and 3000 Reps. Therefore, if 1/3 Dems who voted voted for Res. K are female and 1/2 of Rep. who voted are female, then we sshould be able to derive the answer from the statement. In my opinion, Statement 1 seems to be simply stating that 3/4 of total dems 2/3 of total repub voted not necesarrily the dems and repubs mentioned in the question stem. Am I missing something or is this question just worded very poorly.
Of 4800 voters who voted for Resolution K, 1800 were Democrat and 3000 were Republican. What was the total number of female voters who voted for Resolution K?
a. ¾ of Democrats & 2/3 of Republicans voted for Resolution K
b. 1/3 of Democrats who voted for Resolution K and ½ of Republicans who voted for Resolution K were female
The correct answer is C. However, it would seem that Statement 2 by itself is sufficient. The question asks for the total number of female voters that voted for Resolution K. The stem States that 4800 voters voted, and that 1800 of the voters were Dems and 3000 Reps. Therefore, if 1/3 Dems who voted voted for Res. K are female and 1/2 of Rep. who voted are female, then we sshould be able to derive the answer from the statement. In my opinion, Statement 1 seems to be simply stating that 3/4 of total dems 2/3 of total repub voted not necesarrily the dems and repubs mentioned in the question stem. Am I missing something or is this question just worded very poorly.












