The chart below shows the population distribution for the 2,400 occupants of the city of Centre Hill.

Adult Male Adult Female Child
% Living in Uptown 9 8 6
% Living in Midtown 22 20 15
% Living in Downtown 21 22 12
% Living in Suburbs 48 50 67

If there are an equal number of adults and children, and adult females outnumber adult males by 200, what is the sum of the women living uptown and the children living in the suburbs of Centre Hill?

Here's how I did it: There are 1200 adults and 1200 children, since it says that there's an equal amount
Females outnumber males by 200, so there are 800 females and 400 males
8% of 800 is 64
67% of 1200 is 804
64 + 804 = 868

Is this correct? I'm just wondering because the answer key says that it's 860, so I wanna know if it's a typo or if I went wrong somewhere. Thanks for the help!

"Females outnumber males by 200, so there are 800 females and 400 males"

... does that look correct?

maybe 700 and 500?

Oh jeez what was I thinking? Thanks!

Your calculations are correct, and the sum of women living uptown and children living in the suburbs is indeed 868. However, it seems that there might be an error in the answer key, as you correctly stated. You can be confident in your solution, as it aligns with the given information and the calculations you performed.