How many cookies in a baker's dozen?
487523
13.  A dozen (12) plus one, probably in case one burns.
216426
1.Baker's dozen of eggs = THIRTEEN EGGS\n2.twelve letters in THIRTEEN EGGS\n3. 12 = 1 DOZEN\n SO BAKERS DOZEN = NORMAL DOZEN
454049
dozen... 99+9 = 108... 9 dozen = 9 * 12 = 108
969655
Last time I counted 12.\n\nThere might have been one more behind the barn.......
787827
Start with 2 eggs water flour and an oven. Oh a nuc I thought you said cake
1042556
She started with 21. \n21 - 1 = 20 (eats one)\n20 / 2 = 10 (1/2 go to sister, so left with 1/2 for herself)\n10 - 1 = 9 (eats one)\n9(2) / 3 = 6 (1/3 go to bro, so left with 2/3 for herself)
707512
christmas cookies. my mom always makes, literally, 15 kinds. They are best when we sneak them before Christmas!
461304
Nieman-Marcus cookie legend!\n\nA woman ordered some choclate chip cookies for a snack at the Neiman-Marcus cafe one day.  She loved the cookies so much she asked for the recipe.  Her NM bill arrived later that month and found she was charged $250 for the receipe.  Outraged she made it a life goal to make sure everyone got the recipe.\n\nThe recipe and the story began making the rounds via fax machine in the pre computer days, and soon made the rounds of the pre-internet days of CompuServe, Prodigy and the 1980s versions of AOL and other dial-up service.  The cookie recipe story has spread far and wide via the internet.\n\nThe recipie is just your standard chocolate chip recipie found in any cookbook.
735548
Could be a Baker's sist.
830557
Tom baked 4 batches of fairy cakes. Each batch consisted of x cakes. He put 3 cherries on top of each cake in the first batch, but couldn't resist taking off and eating 5 of them. He did the same again with the second batch, then the third, then the fourth! Meanwhile, Sarah baked 5 batches of fairy cakes, again with x cakes in each batch. She put 2 cherries on each cake and an extra two on the final one. She repeated this procedure with each of the batches. She managed to resist eating any at all! Tom and Sarah discovered that Tom's cakes had exactly the same number of cherries in total as Sarah's. Set up an equation for this.\n\nThen: \n\nNumber of cherries on Tom's cakes = 4(3x-5)\nNumber of cherries on Sarah's cakes=5(2x+4)\n\nBut number of cherries is equal so:\n\n4(3x-5)=5(2x+4)\n\nPhew!! I think that works!! Lol!
836438
Oreo cookies are good, but I would love to have Famous Amos chocolate chip cookies. I haven't had them in what seems like forever.
282527
Can't you burn them all? There are only 10. :o)
158158
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!)
54835
Seven is the correct answer. I'm not sure what kind of source you're looking for, but I've found it in multiple sources.
1102663
Mike's Bakery makes brownies that cost $.80 each. \n\n15 percent of the brownies will spoil and thus are not salable. \n\nMike wants a 35 percent markup based on cost. Mike produces 500 brownies. Each brownie should sell for??? \n\n-----------------------------------------\n\nWe know the cost of the brownies which is .80 cents each.\n\nWe know the amount of the brownies, which is 500.\n\nWe know that 15% will spoil, and cannot be sold.\n\n15% of 500 is 75 brownies.  This means that only 425 brownies can be sold.\n\nThe true cost of the brownies is 500 brownies * .80 cents = 400 dollars\n\nIf we need to make a 35% markup BASED ON ACTUAL MANUFACTURING COST (not on the amount we can sell). That means we need to make $140 dollars profit (35% of $400 = $140)\n\nWe know that we will be able to only sell 425 brownies\n\nTotal amount of money that we need to make then is $540.  It takes $400 (to cover manufacturing costs) + $140 (profit) = $540\n\nSo we take the gross needed to be made ($540) and divide that by the amount of brownies that we can sell (425)\n\nWhich then gives us how much we need to charge for each brownie, which works out to be approximately $1.27 if rounded lower.  However we need to make sure we have at least a 35% markup, so we automatically round up to $1.28.
826747
That means each of the baket cannot contain 8 apples. so all but 1 shall contain 8 and  z in other \n\nso y = 8(x-1) +z where z < 8 = 8x -8 + z\n5x+12 = y\nwe need to solve these\n\n5x+12 = 8x - 8 + z\n\n20 = 3x + z\n\nx =6 means z = 2 y = 42\nx=5 means z =5 y = 37\nx=4 means z = 8 not possible\n\nthere are 6 baskets and 42 appples\n\nor 5 baskets and 37 apples\n\nboth solutions meet above criteria
857310
Stop stealing people's cookies!!!