In year X, 8.7 percent of the men in
the labor force were unemployed in
June compared with 8.4 percent is
May. If the number of men in the
labor force was the same for both
months, how many men were
unemployed in June of that year?
(1) In May of year X, the number of
unemployed men in the labor
force was 3.36 million.
(2) In year X, 120,000 more men in
the labor force were unemployed
in June than in May.
oa is D
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alex.gellatly
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The correct answer should be D and here is why:grandh01 wrote:In year X, 8.7 percent of the men in
the labor force were unemployed in
June compared with 8.4 percent is
May. If the number of men in the
labor force was the same for both
months, how many men were
unemployed in June of that year?
(1) In May of year X, the number of
unemployed men in the labor
force was 3.36 million.
(2) In year X, 120,000 more men in
the labor force were unemployed
in June than in May.
In the question stem it tells us that the in June(J) the unemployment rate was 8.7% and in May(M) it was 8.4%, then it goes on to say that the population did not change. Now it wants to know how many people were unemployed in J. To find this we either need to know the total population, or how many people were unemployed in M.
Statement one tells us how many were unemployed in M, so this is sufficient.
Statement 2 tells us the total population, so this is sufficient.
Remember in DS questions we don't actually have to solve the problem, just stat that we CAN or CANNOT solve.
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Scott@TargetTestPrep
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Solution:grandh01 wrote: ↑Sun Aug 26, 2012 6:20 pmIn year X, 8.7 percent of the men in
the labor force were unemployed in
June compared with 8.4 percent is
May. If the number of men in the
labor force was the same for both
months, how many men were
unemployed in June of that year?
(1) In May of year X, the number of
unemployed men in the labor
force was 3.36 million.
(2) In year X, 120,000 more men in
the labor force were unemployed
in June than in May.
oa is D
Question Stem Analysis:
We need to determine the number of men who were unemployed in June of year X. We can let m = the total number of men in the labor force in both June and May, then the number of men who were unemployed in June is 0.087m (and the number of men who were unemployed in May is 0.084m). We see that if we can determine the value of m, then we can determine the value of 0.087m, i.e., the number of men who were unemployed in June.
Statement One Alone:
We can create the equation 0.084m = 3,360,000, and thus we can determine the value of m and hence the value of 0.087m. Statement one alone is sufficient.
Statement Two Alone:
We can create the equation 0.087m - 0.084m = 120,000 and thus we can determine the value of m and hence the value of 0.087m. Statement two alone is sufficient.
Answer: D
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