<p>I had trouble with those tow. What are the answers? and why is it?</p>
<p>june baby was 4 and italian was 6</p>
<p>y not 9 and y not 5?</p>
<p>i mean y not 5 and y not 9</p>
<p>June Babies: It said least amount on that day. If you distribute the 89 you will get some with 2, some with 3, and that day with 4.</p>
<p>Students: I dunno. I put 9 but that depends on what the question said so it could be 6 or 9. Hopefully it's 9 :)</p>
<p>If it said "equal to any one language" then it's 9.</p>
<p>If it said "equal to the one language" as a total then it's 6.</p>
<p>Ok so the same amount of people studied both as studied only one. There were 30 people, so 15 studied both and 15 studied only one. You can eliminate all of the answers higher than 15. I believe that this left only 6 and 9. 3 more studied German than Italian. If 9 people studied only Italian, then 12 people would have had to study German. 9+12= 21, which is much bigger than 15. If six people studied Italian, then 9 people studied German. Six + nine = 15.</p>
<p>It was not five for the June baby one because four is also possible and the question asked for the lowest.</p>