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At the end of the year, you move on to another location, because there's always someone else who needs help!Īt the end of each month, you can use the money you've earned to buy upgrades. There is also a Superstar goal you can reach if you make enough profits. If you have reached your goal, you go on to the next month. At the end of each month, your profits are tallied up. You work in each location for a year (12 months). These will increase your customer's happiness so they're more patient waiting on the cakes. There are also cookies that you can bake. So your cakes can be made of one of six different shapes, six different colors, and 8 different cake toppers. If you make any little mistake, like the wrong shape, they won't accept it. You have to make the cake exactly the same as what they want. After they tell you what they want (shown in a picture by their heads), you set about making it. Based on where you're at, there are different shaped cakes to bake. When the customers come in, you hand them a menu and wait on their order. Since you're running a bakery, baking cakes to please customers is what it's all about in Cake Mania 2. There's 204 levels total, so that's a whole lot of cakes for you to bake. There are quite a few very different places that you can go to. If you want to go back and replay any specific month of any place, all you have to do is choose that place and tap on the month you want to play. You can go to it first, or go back and help the one you didn't choose the first time. After you finish helping them, it will unlock a new place to visit. It really doesn't matter which you choose to do first. At the beginning, she has to choose whether to help her college friend Risha on the rooftop in her fancy bakery or to help her ex Jack, who is drowning in his underwater shop. Now, she has several friends that need her help. In the first one, she took over her grandmother's bakery and made it profitable again. In Cake Mania 2 you are playing as Jill, a baker. All the sounds make it much easier to play without having to keep an eye on everything at once. The froster makes a spraying sound when it is running, so when that stops, you know it is done. The oven timer dings when the cake is done. When someone comes in, you get a door jingle. I like that you can tell what is going on by the sound effects. The background music isn't anything special, but it's not annoying, which is really good. Even though it's the same layout, you don't get bored of it. I also liked that all the worlds look different. I like the fact that they took the time to create several different types of people to come into the shop. There are also some new and quite interesting looking customers. You can add a TV, which I don't remember being in the previous game. The locations, though, each have their own feel to them. Whatever the reason, her store layout looks just like it did before. I guess Jill isn't very creative with stores, or maybe she just really likes the current setup. This time, Jill has quite a few people who need her help! Well even if not, it was so well liked that the makers gave us a sequel, Cake Mania 2. If you're like me, you've probably played Cake Mania on MSN games or maybe on the DS. t cos t sin t, 0 t 2 sin t cos t sin t cos t 1 x y 3 dsr i j i ja b b c b b c ba b a b a b a b a b 1 d d dt dt 2 2r r 'C cos t sin t 3 1 dt sin t cos t 3t 6 c b b b '0 21 a b c d2 0 1 1 23. t 4t 3t, 1 t 2 4 3 5 y e ds 3t e 5dtr i j i ja b c c c c d d dt dt x 4tr r a b' 'C 1 22 2 c a b 15 t e dt e e e e e c c c b c'c c1 2 1 16t 16t 64 16 16 6415 15 15 15 32 32 32 32 22 2 a b Copyright 2010 Pearson Education Inc. (a) t t 4t, 0 t 1 4 17 x 2y ds t 2 4t 17 dtr i j i ja b b b b bd d dt dt r r a b' 'C 0 1 17 9t dt 3 17 t dt 2 17 t 2 17 ' '0 0 1 1 2 3 1 ! 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(t) t t t, 0 a t b 3 r i j k i j k b b b b d d t t t 1 dt dt x y z t t t t x y zr r b b b b b b b b # f(x y z) ds 3 dt 3 ln t 3 ln, since 0 a b ' 'C a b b a k k1 b t a 18. C : (t) t, 0 t 1 1 x y z 0 0 t t" # r k k b c b c cd d dt dt r r f(x y z) ds t (1) dt c c c' 'C 0 1 " a b # " ! "t 3 3 $ C : (t) t, 0 t 1 1 x y z 0 t 1 t 1# r j k j b b c b c cd d dt dt r r f(x y z) ds t 1 (1) dt t t 1 c c c c' 'C 0 1 # < 2 2 3 3 3 $# " ! " C : (t) t, 0 t 1 1 x y z t 1 1 t$ # r i j k i b b b c b c d d dt dt r r f(x y z) ds (t)(1) dt f(x y z) ds f ds f ds f ds b b c b c b' ' ' ' ' 'C 0 C C C C 1 $ " # $ t 2 3 3 # " ! " " " " # c " 6 17. C : (t) t t, 0 t 1 2t 1 4t x y z t t 0 t t 2t" #r i j i j b b b b c b c b d d dt dt r r k k since t 0 f(x y z) ds 2t 1 4t dt 4t (5) 5 5 1 b " b c c' 'C 0 1 " a b # " " " "# $#$# " !6 6 6 6 C : (t) t, 0 t 1 1 x y z 1 1 t 2 t# r i j k k b b b c b c cd d dt dt r r f(x y z) ds 2 t (1) dt 2t t 2 therefore f(x y z) ds c c c ' ' 'C 0 C 1 # a b < # $" "" !3 3 3 5 f(x y z) ds f(x y z) ds 5 b b' 'C C" # 5 3 6 # 16. 940 Chapter 16 Integration in Vector Fields 15. (t) t t t, 1 t 3 r i j k i j k b b _ b b d d dt dt x y z t t t 3t 3 3 3r r #b b b b f(x y z) ds 3 dt lim 1 1 c c b ' 'C 1 _ < 3 3t t b 1 # _ " " b _ Copyright 2010 Pearson Education Inc. (t) ( 2 3 ) t( 3 2 ) (1 t) (2 3t) (3 2t), 0 t 1 3 2r i j k i j k i j k i j k b b b c c c c b c b c c c cd dt r 1 9 4 14 x y z (1 t) (2 3t) (3 2t) 6 6t f(x y z) ds b b b b c b c b c c d dt r 'C (6 6t) 14 dt 6 14 t 6 14 3 14 c c '0 1 t 2 # " ! " # 14. (t) (4 cos t) (4 sin t) 3t, 2 t 2 ( 4 sin t) (4 cos t) 3r i j k i j k b b c c b b1 1 d dt r 16 sin t 16 cos t 9 5 x y 16 cos t 16 sin t 4 f(x y z) ds (4)(5) dt b b b b d dt r # ' 'C 2 2 c 1 1 20t 80 c d# c# 1 1 1 13. (t) 2t t (2 2t), 0 t 1 2 2 4 1 4 3 xy y zr i j k i j k b b c b c b b b bd d dt dt r r (2t)t t (2 2t) f(x y z) ds 2t t 2 3 dt 3 t t 2t 3 2 b b c c b c b c b ' 'C 0 1 a b < # $ #" " # " ! 2 2 13 3 3 12. (t) t (1 t), 0 t 1 2 x t, y 1 t, and z 1 x y z 2r i j k i j b c b c c c b cd d dt dt r r t (1 t) 1 2 2t 2 f(x y z) ds (2t 2) 2 dt 2 t 2t 2 c c b c c c c c' 'C 0 1 c d# " ! 11. t t 1 t, 0 t 1 2 x t and y 1 t x y t ( t) 1r i j i j ja b b c c c b b " c a b d d dt dt r r f x y z ds f t 1 t 0 dt (1) 2 dt 2 t 2 c ' ' 'C 0 0 1 1 a b a b d dt r " ! 10. 2 cos t 2 sin t x 2 cos t and z 2 sin t x z 4 (h)r i k b b a b a b # 9. t 1 2t y t 1 and z 2t y 1 (f)r j k c b c c a b# z 4 # 8. t 2 2t y t and z 2 2t z 2 2y (b)r j k b c c c a b 7. t t t x t, y t, and z t (d)r i j k b b 6. 2 cos t 2 sin t x 2 cos t and y 2 sin t x y 4 (g)r i j b b a b a b # 4. t t x t and y 1 t y 1 x (c)r i j b " c c c a b 2. CHAPTER 16 INTEGRATION IN VECTOR FIELDS 16.1 LINE INTEGRALS 1. |
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