Help needed urgently!!!!!

I have an answer for the first document. It's C.

Statement 1) Insufficient because we are asked to find an exact number and the only information we have is a ratio.

Statement 2) This tells us the maxium number of women on the sightseeing tour, but this doesn't tell us any information about the number of men, or the relationship of the number of men to the number of women. Insufficient.

Together.

We know the following:

Women : Children & Children : Men
5:2 & 5 : 11

From this we know that the number of children must be the LCM (Least Common Multiple) of 2 & 5, which is 10.

so if # of children is 10, and the ratio of Children to Men is 5:11, then \(\frac{5}{10} = \frac{11}{x}\)

x = 22 is the number of men. So together the two statements are sufficient.


SECOND QUESTION:

We first are told the ratio 1:3. OJ:Water in cans. Then we're cleverly told the can = 12 oz.

if one can = 12 oz and we need 1 can of OJ and 3 cans of Water that's a total of 4 cans * 12 oz = 48 oz made per can.

We need to figure out how many cans are needed to make 200 servings of 6 oz each.

We can take 48 oz (amount of OJ made per can of 12 ounce concentrate) divide by 6 oz = 8 servings of 6 oz per can.

Now take the number of servings desired (200) divided by the number of servings we can make per can of OJ (8)

200 / 8 = 25