A babysitter came over one day to babysit 10 children. She decided to give them a snack. In a jar there were 10 cookies. She wants to give each one a cookie, but still keep one in the jar. How will she do it? (WITHOUT BREAKING ANY COOKIES-EACH CHILD HAS TO GET A WHOLE!)
212817
she has another cookie in her pocket?
610028
Hmm.  Let me seeee.  <unwraps tootsie pop> \n\nA one........\n\nA two.......\n\nA three (CHOMP!!) <Bites tootsie pop>\n\nThree.
126081
the answer is "no"\n"Can you answer this riddle?" little kids would look at that person and be honest by saying "no!"
94332
Seal them in a plastic bag with a piece of bread. Don't let the bread touch the cookies. Get as much air out as you can. The bread will get hard as a rock, but it will make the cookies last a bit longer.
467783
1. We found out my son had cancer when he was examined in a hospital for what we thought was hypothyroidism\n\n2. He had a difficult time eating at first because the cancer had metastasized. The primary tumor was extremely large and had displaced his heart and compressed his stomach. He could only take small bites. Oddly he didn't look like he'd lost weight because his belly was swollen with fluid.\n\n3. He eats a lot of pizza!!\n\nWe found out that finding something that appealed to him was the most important thing. It's all about calories at that point! It seemed to have worked too . . . he's doing quite well, and still eats pizza. ;-)
306172
yo if i were still in preschool and had the same teachers i had they would probaly love some chocolate to relax after a long day of working with little kids and also take them out for a evening of food, shopping and spas and all that other girl stuff that females love doing.  OR you don't even have to take them out you can give them a gift card or something to get all the things listed above done by themselves or if you wanna go to the extreme offer to sub for them and then let them take a day off. and oh give them a childrens book and tell your children  to let them know (the teachers)  what they have learned from them.
192747
I would say .5 cookies, and 1.5 cookies.  I would also say one-half cookie.
181945
Title: Sour Cream Sugar Cookies\n  Categories: Cookies\n       Yield: 48 servings\n  \n       1 c  Sugar\n     1/2 c  Butter or margarine\n            Softened\n     1/2 c  Sour cream\n   1 1/2 ts Vanilla\n       1    Egg\n   2 1/2 c  All-purpose flour\n       1 ts Baking powder\n     1/2 ts Baking soda\n     1/2 ts Salt\n            Sugar\n  \n      Heat oven to 400 degrees. Mix 1 cup sugar, the butter, sour cream,\n   vanilla and egg. Stir in remaining ingredients except sugar. Drop dough by\n   rounded teaspoonfuls into sugar; roll gently until completely coated. Place\n   about 2 inches apart on ungreased cookie sheet. Flatten to about 1/4-inch\n   thickness with bottom of glass. Bake 7 to 8 minutes or just until set. Cool\n   slightly; remove from cookie sheet. ABOUT 4 DOZEN COOKIES Source: Betty\n   Crocker's Old-Fashioned Cookbook, c1990, 1992 ISBM #0-13-073693-7
63476
Hmm not sure but how old is your daughter?  I would think trying to make a sentence that loops around itself and makes sense is abit much for someone that is still using "spelling words".  Could be wrong though as basing it on my own education where we had a tin of words to practice in infants school :o)\n\nSure it doesn't just mean a full sentence?  Like string a sentence together?
168026
The peanut butter solution\nAnd actually it was a boy who was kidnapped by his teacher. Why well the kid went into a haunted house and got so scared that all his hair fell out, so he finds this recipe to make your hair grow back but he mess it up and his hair will not stop growing!\nI hope that it! Let me know if it is not.\nThe sugar is used to trail the teacher back to the warehouse but while they are chasing after the trail a street cleaner washes away the trail.\ni found the sight log onto\nhttp://www.imdb.com/title/tt0089789/
337010
It depends on how this question is being interpreted. \n\nIt seems that each monkey is eating eight bananas in eight minutes, so they are each eating one banana a minute as long as bananas are being supplied for each monkey to consume. For (a) it would take the three monkeys three minutes to eat the three bananas since they are eating one banana a minute. The answer to (b) would be one monkey because they are all eating one banana a minute as long as bananas are being provided.\n\nIf the eight monkeys are limited to only eight bananas total, then they are each taking eight minutes to eat one banana and the answer to (a) becomes eight minutes, assuming the 8 minutes per banana per monkey holds constant. The answer to (b) becomes six monkeys taking eight minutes to eat one banana, they would each consume eight bananas a piece in 48 minutes.
399564
*lick* uh one\n*lick* uh two \n*lick* uh three\n*CRUNCH*\n\nso how many licks DOES it take to get to the center of a Tootsie Roll Tootsie Pop?\n\nThe world may never know.\n\n(ok i guess that doesn't help...but really it can take as many as you can muster. If you lick it 5 times and suck on it for the rest ot the time, then technically for you the answer is 5...they never really said you could ONLY lick it...it was merely implied...ok maybe that still doesn't help...it's Tuesday afternoon and I'm having a little fun. I hope you got at least a chuckle and aren't mad...)
641222
Well it use to be answer B or even C. But recently my little boy tells me that almost everyday and its nice to hear. However,  he is only almost 4 so he also tells everything that including the condiments on the table.LOL
465049
There were 8 cookies to start with\n\nCharles ate 1/4 of 8 cookies = 2 cookies .... leaving 6 remaining\nAshley ate 1/3 of 6 remaining cookies = 2 ... leaving 4 remaining\nDad ate 1/2 of the 4 remaining cookies = 2 ....leaving 2 remaining
452344
Mav got up and went to church even though she really wanted to be on top of a mountain looking out over creation.  \n\nPreacher was the long winded one, and Mav has a short attention span, but she got to say goodbye to her friend that is moving.\n~~~~~~~~~\nEDIT\nEri - NEVER skip breakfast! Just eat it later. :D
439952
Suppose there are two bowls full of cookies. Bowl #1 has 10 chocolate chip cookies and 30 plain cookies, while bowl #2 has 20 of each. Fred picks a bowl at random, and then picks a cookie at random. We may assume there is no reason to believe Fred treats one bowl differently from another, likewise for the cookies. The cookie turns out to be a plain one. How probable is it that Fred picked it out of bowl #1?\n\nIntuitively, it seems clear that the answer should be more than a half, since there are more plain cookies in bowl #1. The precise answer is given by Bayes's theorem. But first, we can clarify the situation by rephrasing the question to "what’s the probability that Fred picked bowl #1, given that he has a plain cookie?” Thus, to relate to our previous explanation, the event A is that Fred picked bowl #1, and the event B is that Fred picked a plain cookie. To compute Pr(A|B), we first need to know:\n\nPr(A), or the probability that Fred picked bowl #1 regardless of any other information. Since Fred is treating both bowls equally, it is 0.5. \nPr(B), or the probability of getting a plain cookie regardless of any information on the bowls. In other words, this is the probability of getting a plain cookie from each of the bowls. It is computed as the sum of the probability of getting a plain cookie from a bowl multiplied by the probability of selecting this bowl. We know from the problem statement that the probability of getting a plain cookie from bowl #1 is 0.75, and the probability of getting one from bowl #2 is 0.5, and since Fred is treating both bowls equally the probability of selecting any one of them is 0.5. Thus, the probability of getting a plain cookie overall is 0.75×0.5 + 0.5×0.5 = 0.625. \nPr(B|A), or the probability of getting a plain cookie given that Fred has selected bowl #1. From the problem statement, we know this is 0.75, since 30 out of 40 cookies in bowl #1 are plain. \nGiven all this information, we can compute the probability of Fred having selected bowl #1 given that he got a plain cookie, as such:\n\n \nAs we expected, it is more than half.
332871
Go to the table with 7 seats and 3 pizzas.\n\n5 people eating 2 pizzas mean that 2 pizzas get divided among 5 people, so each person gets 2/5 of a pizza, or 0.400.\n\n7 people eating 3 pizzas mean that 3 pizzas get divided among 7 people, so each person gets 3/7 of a pizza, or 0.429.\n\n12 people eating 5 pizzas mean that 5 pizzas get divided among 12 people, so each person gets 5/12 of a pizza, or 0.417.\n\nThe 7 seater table has the most pizza per person.