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1 Attachment
Try to draw a venn diagram first
Can you do that Saif ?

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|dw:1365077901699:dw|
I have already drawn it. Still unable to do it. :s
No problem. You would do it now.
Only once you help me then i'll be able to do it.
It is given that 12 members are of athletics and drama both . |dw:1365078073152:dw|
|dw:1365078114787:dw|Now tell me that to do?!
what*
Check that again! I think there is some fault.
Where? In the question?
In the diagram. Drama and athletics = 12 members. and Drama and basket =19 . Have you reversed them?
Nope.
You have marked drama and athletics as 19 members, right?
No idea. :S @Mimi_x3
can't say mimi ... as I prefer to solve these type of questions by venn diagrams. It makes understanding better.
|dw:1365078569066:dw|
Ohh. I wrote it wrong here. On the paper it's in the right order.
you should start in the middle and work your way outwards
Yes thought the same Saif.
|dw:1365078648571:dw|
12 students total are in BOTH A and D, we already know 5 of them, whats left? 12 - 5 = ?
Now we will exclude the all three three club members from the common areas .
Yep the one amistre suggested.
we know 13 total are in BOTH, B and A. and we already know of 5 of them, 13 - 5 = ?
Sorry. Don't get it. :/ @amistre64
How we already know 5 of them?
|dw:1365078755446:dw| the boundary I drew has 12 members. Right?
right
|dw:1365078760078:dw|
Saif, we know that there are 5 members in common with all the three clubs. teenon club mein 5 members to common hain hi ? right?
|dw:1365078840934:dw|
|dw:1365078870777:dw|
Now we have the intersection of athletics and drama as : 5 + something = 12 .. getting it?
http://i3.kym-cdn.com/entries/icons/original/000/009/993/tumblr_m0wb2xz9Yh1r08e3p.jpg
I totally get that subtraction thing. Whats next?
Good.
you are given the top level values, the venn has 4 sections for each top level, 3 of which are known. keep working the solution in the same manner
May I interupt with a diagram ?
|dw:1365079086252:dw|
|dw:1365079147638:dw|
|dw:1365079189518:dw|
Nice work @amistre64 and @mathslover . Leave rest of me. Thanks a lot. (:
I would stop myself now. Amistre, continue.
good luck ;)
You're welcome!
Thank you!
@saifoo.khan , there is a better explanation there : http://www.mathsisfun.com/sets/venn-diagrams.html . Just have a look there.

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