-
saumiljacksparrow
- Newbie | Next Rank: 10 Posts
- Posts: 9
- Joined: Wed Aug 04, 2010 12:59 pm
Let me try and explain this with the help of a diagram,
Option 1:
Research No-Research Total
Men .36x 0.64x x
Women .50y .50y y
588 812 1400
> 42 % of the total wish to engage in research = 588; calculate the non-research section = 812.
> Let total of men be x and women be y.
> 36% of the men consider engaging in research = .36x
> 50% of the women consider engaging in research = 0.50y.
As you can see, you can solve for x and y from the above (considering each column one at a time).
Option 2: Use the same table above and remove the values for option 1 and you will see that you are only able to replace the combination of (Men + Research) with 288 and hence compute (Women + Research) as 300, but are unable to find out the total number of women as you don't have sufficient information.
Hence, A should be the correct answer.
