Java学习笔记(03)

时间:2021-06-19 05:03:01

一.回顾运算符:

一.控制语句

1.1 顺序结构 (最常见的)

特点:代码从上往下依次执行

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" alt="" />

1.2 选择结构 :

<1.if 判断语句 :

格式一

/*
1.if(判断条件){
2. 如果符合条件执行的代码;
3. 执行的代码块1;
4. 执行的代码块2;
5. ……………….;
6. 执行的代码块n;
7.}
*/

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elvNh6/ZK4ra34ZeslnkEPq5v5Zppuibu4YPkOr3Bq/5OcdtDzfY1XjBiraOGX9yffMUEQw96Q2wzYoNPB7KNYogZBdzsoEaiuRnU1Kmmob0avAp9Fe2IsKraRkvipVtViMxurws5MU7a8l9l7aZvOmpTbB0RFRSeMGzXy919+/XXSWhO3zI94Y6y2htrq2pY+C3J2e2lhyKpLDoqRhdSmJmpV1nnva1PuvQ5v6roHdluq9dJp2ubB5f1lJ7v8tcsh5SUmzyoaWjr62Y8gCAJ/dgNyog101iCh/51YzaEWM37b40L9pGN08xykd1y9l9E7DNjMxuLUFy9CfS6qr186dZni6u1qO1yLhJzhA1GDjijLypk97mvB4raqB8GOE+9EveH+OtjVZZFbPR8dTOZbG4JV7KQxe6tFnPAFnLnnSXWx1Fmq/5qsVEYQxCB8eBjEO0JVEQrrsH0PwnouGQ9aPE4pQGYyRH/GsvVQUICCAqzuo/e0yB3loScX/bjFNacTANgNOc+slLZsVVPZrnvKL4f3SFseYXNSbbPKls2616KyeYvEhBnt2aKgoKCgsH7Tbm/+mpDW4rBb+9et36R2wjm8Dqh7Zn9MQWG9kWtIVfc+qTZz1a54ZdEBMFLdNXdrbFZat26b7o0o3g7Ue2b7dxo9feNyVn2DZkBlj7umR5w9vE1BQUFhvapbWhstjqK1efPWHd4Z3BuuT/I6umGdgoKCgoKCymmHZL7Maczyc7moo7J83coNl2OFzBLdQc8szPSn8hfzNKdnD3c+y+UPrlLXdbPmXfDKpPc8vEvLWweLYwstB0higiAIAEMJgyQP6O6E6jZM+wY2sT0rf6qSYKWB1bMxbSQUNKChAQ0N3AhAr2mcO2nBp+b9uMwuibO+IrupIPSszNifRf65UPdiUD4vDGhxTpabJf4xauIC48j8JgCVr5x19i3dpKKuoaGhobZ9yS61i/65vHMyyqLcT25bPX3Wqm0WATGeF9YrqmtorFm15NCdkGLeogecMOAUpkXO8iNERslsUd1ndCee83FbzrPjOxft86cj2V5Fdd35MP4bZ2W4ndaTU9quoaGhob58z6ajpvv+EJm8apduQA4LQGPWM7MN0rMXbdPQ0NDQ0Ni2bcuOS+7hNIFfT+CFYzuWb1m3X8/IOX6g33R7nuUTL+1XpfwFf0fhdfmx0sfv5/f5OtWa5GSpt9gshrwZEAQxCB+hzcBqKpyiIbRaOtkGJ9chq7/jmQk2q0dNPRVZ391CWhVjo79w4d3CHnumnlU5d+FuZgfAbsi33C8va+JTwr0qK+bGmkXbDyVX8K9vU3T30kHZlVt1N2gdd8gF6gON7W97pPGeuFNt5qpduZ/dDrTmPLY5r61+L53vWFbxk5ta8iscCoC6kCPq2/Zaxnaduq3K13TFPBPnZE7jc7bXJqnFE6RHnXvDyUMmLYKyVkZ29z3eu0pzjNvm9RuMHuX0bKwuD1DfICexUvvmXa/HOX0+4jOLskIV/Z7bl/ZYLDrMeO4vqmeTaX01ZzCSb1/UJ2FAEMTgDDUM2K04PwVOMcLDIO4y9NcgpZ/jO1sfG04cu/VaZXP3q0V74bOr+tInw1oBVlNNWQmtth1AsZfqucvX4xoBVD05Ou/49ZCi7vxgN+Q/MJHa6ZLWfRZ2oafe4m+/W2Ds8a6Ds5XF6ujo+jzVZu4Oin9JXW2xi+GcRQedqgSq36vDrhxWWGL2lgWg2OvATlVV2wxuqdqRart2l+m1t11V+KzaJyfERow+HkoHAEb+C4qujGm4QMmf4+5w+ZJjcs+159ntbYzchycWyM6Zomsfn5ZZ1tBzj056dareIz/NuN5txWn2S8b/cTC6oK81aDreOVnoSJ+JImFAEMQgDDUM2ptg1ncYRF+E3mok9nd8q9POiaP17tXwV3dUxV8137rGoxwodDyydJbK6aQO0EN0dp8++jCfDbDDjJdpXQsoEbhka8Y9HckDD9q7Cs32jFt7t09beTNbeGmZen2+xmW3REejDfOPXI4qEGxIrkuyObZprdFLzlN3tstJNZVdPoWcz4rdFbecsn7N1/wA2gO98aLGQfUsgF0ecef4rN0+VBaLyeBoa2fRI28Ympt5ZQt7imdQk+PC9VePF5Ocfdy/R9sLs9QhwGvpo6Sstt5HVgQcmDJq123+duVubFYH9fn5IyryVm9IGBAEMQifPwzstouNNHhYxV8JQs90vHRwqXUWagMPzhYRGbXOvhiV7hqHDI+H1wIocVq50cIhRqAUZDdl+56dusu9OwxaU68bHlEwie7jwum20nOmTpYcsWSvT1LPkQ8VkZQjC1dYp/FK4Oy7ajtUzj+tAADk3lq6y8I6lr9vT2O8s5LY2Rd1HQBoMTe2//doCRlZGT4LJEf/tGz31XghuUSPsdmyce0MtRMu9x/GFjXzf9TwItxvwd2wgEqhcVYTZDD13zts3lYJ+ayzOtx+9+ylSjfDyprJ0HCCIAbhc4dBR6vXwfFjtW/VtfAVWqzKMIdLOvufZERb6k/4x/fjNLUepkRdOHPByC2/HUC1+6Y1Zvavq/iLOXZTtt+5KTvdusOgOfW6xbGNF2P6uHC6rfSoOYu3KqgomQbnCD49tyTd1pwo8t2CrZqcFuBdStI/j5JQvxjbAgA5Dkt2WVjH8g3qZTVE3fxjsunzunYANUnPjknNVT1maMDnpLHpOaenCTTBWqCW2DN62gpKKodOGF0I71mm02PifFc4BVzMruvjC+R7KE2S2vs0U9jKyp2N6UGXd2zebmoXXU7CgCCIQfjcYcBmvLaYM2qRRXYzf4HcnuP/1FHtlJXVMa2Fa7dvPKurfdZA7xrl2lvOM3Li1RXrLH1yBDrStCQ7Kc83eNbRVfbRU6+b6SlZREG4NJt5smZuOclBRktVNbze8bUYtOZ5nlv03azVGxUVuNZvlJeUWK9LSWkFUOW/Y80R66ByvnMVOW7+bbxBUEM7AHpuqrPhwQe9xy8IoCf6OF09oLlgrYKi8ZNeFTlsxruUp5udPY5El/U9XCzWau5vyieS+9yjI8XWaNtsY9JmQBDEYHyEQWcXp8E9VfhHnN5E2f0d3ZHroT3pl533iwWKdtqbKEc1mSVyexTOPQlztrReumjy3gsXAgo5n9Ljb8gdOO6S0F1V0178ylx3vvnzEr521vxbF09uvpLUx3VzHaR32vjk0YFgU+UDlz2KuuqpyoJOqUxTfyZQY1P/zHT7Li2fPAAoe6qpeeDg4wzeDTekWOwYNX7ksReNLABozAtzOaZl90JgcHM7NT07tbCBBaChKCUywFp7qex0ST3/wt6jxlhMavGbw14uOvHVXdvo9IaSeoZAsU/32iE+QfvGOyEjFTjaUm5b6S06F03CgCCIQfjAMOhsQxUNVCqKsqE3Blb+KKaCWoEGXgnZ3gIaFX6G2L0Qz6igUkGloqFFyBRG9HfO28aP0X9Syd9fhln0/MxiEZGflx56zexMunpu5d9EFM9TEnglH6vNz3it+hn72FwqlUqllmQ/sdmzSOd2XWsnALCYzbVUam6Iqd7u5cd9qRxV9fR23sW501FssvLKagVY1OTzymInvVJKKirq6uoSvE9uGy1u/rqyoYlbq9PJaK4Ktfxj9foTTm/qmttZHelOG+YfMr6fSKVSqaVRLtrT1yyTH3U6oqkdANishtRn+zbJbnSMpvJk+R5fd1DTNqEFQKLDvkUTZh12iimsahZSUHc2Flh6XZUKfJdZ11RJb6Y2NVGbcilPHuk/z+OvMKp/cXDWuN3WkdV91gK1Jt22Oka6lhIEMTgfGAaNUVCWg7g4pk3FT3/D7+MhLg4JWZiFcHfIeIDV4hj/M378JybwZqm74IOefScBtBS77BshZREqMF1PTbyFwv/8faqiVwXQ9MJg9ff/UTQNr+3OC0ZZusOBZXPEOSSktplHZ3Of5VlVSc6HxMWniv7604/f/TSOu8tmY7d03mN410R1j4s7AFbirRm/iHw/cvLCxYsNDQ0njf739yLfjhabs2Gv0zsWAFrYVZ0lk0f+8//96z8jFhq6JDQC9Zn+VssWzRQXFxeXmLHJ4L7rpd1TzcLqeS8XzJa8MMoBZVFxnilLNx7yiStuZAFoLE2Pi3hT3Fc9EqPu3bFrRn+7eGOuw83pdnbidnbidpd/PmWz9XkeX+sAPdJ0jvwe//iqvmcn4gw6M48lYUAQxCB8YBi0FcPzDigUUGzh5IZbN0GhwNYRL3kjrarS4UrBTSfcdsFN3vzV4e8grGhiFzw+sEDGKKqCr2Rrb8iKfvQwJLqKBaAx8ZXf44jUHh1jqt/4Od+gUCgUCsXublj37EFsevnbpxSKrZ2j020Xp5ucPSheL5IrebMBdU1hXdEKoKMs3s3Dw8n+xm0np5CQkBv2Ts5urrfs7Dz931ayATQXRD1xsrvlcueOk4Pr80TuFEqFz7wdKRQKxdYpOLMl5Z72ZNPgWv4eUU2ZwXYUHlufiNy+J44Q0MFsSMpMvvs2nhIX1/VzKz4zqopvurm6F7vnrT7okdffDNwtb29ZHFto+WZwlyUI4i/ui1jpjEWNNpIWW383rWN4dn1pTb61bNGltIZPNNN1W67L+hkylzzf9Zsv7Vn3Lu1dvutpP3PZEQRB8HwRYYCO5iiPHbvc3rR/qWvN9Ksp2nTzNB3v5rZPdPetibe1LdySS/oae8xVn/bYRHX2BiPf+Lw+W5kJgiA4vowwAIBOVufweS9oq83NTEtKSkpKSkqItNObLXvI9V3bwId9JOzOwS0JVxdvv19i8lqzR7kD70sQxF/blxMGw0rBg+2r5kzkEBPVu51Q2fIlVnF1NNcU5hZVNQppticIguBHwuCDNBeHhzx59OjRo0ePfP0Dc5oHPoIgCOJLRsKAID65QggZss8CCj79rRAEFwkDgnhPHYA/8BDo6s7VDPCPoG9Hv3OwACbAGaBWcGMxsAW4OdDVB/kaygLCgZ4r9BFEn0gYEMR7agGkgC1A13woeYADEMj7uQ5sBsr7ODwf+APYAHBmy60FOINkzgNjgJ18e6YLK80jgAfAM77LBQIvgAjBjZ6AERDAl1gE0S8SBsSfgN3R0lBbXds9A8hXpQWQBLzQPblKOjACGAOIAqLAr8BvwCNhxzIAc+AgEAWUAWWAJ3AFiAJmAleAVIAKlAJRwFHgAXquKHsdGA2M512L8/M78C/BLYpACOANFP6pvwvi60HCgPgTNOe4n9gkp3Yz7RONw/u02oDZQBDflhTgV+AuEAvEAsbA5D5K4UDgNHAX2AiIA1MBK8ADWARYA3bAHGAqMBVQBB4BYei5bvh5QBl4yrsW5+cI8C/gOd+WdIAB1AnWXxFE30gYCNWO8AAYegmfmPtL11GREOSi75r26QY+9FL/1nzFryIT9CLf+x5Y1Rlhrkedk/qoGc/xu6y1Rk5OTn7NhiNucbQh9pmlButp3gronieqFbAFNgJngHLgALAFeCbsyPlAGADAGqgDsgBRoOs83sBMYaVwHuAExALNgCfwX8AqIA1wBG4D9UA2YAlMB9YCTwEG0AD0+B2eB/TQc5IvT2AZkIf+pAK6gDIQDzwDNgF6QNc6Gh1NKf4XdW7F9XsK4ms2nMMgwRb6OtDRwTEDRFfjWRDqP1bh3Yrb5yCm1/Pf4fDQlvXw8t5x+599xg6vbZVxD+2v3n5Ffe9p8jqKQu32jdD0rxb+cckrN/PD+/fv3zz32znHnVMHWDaif7WphisnzTrzqLSrVp0O7AZEgPVAPjAGEAFu8T7NBs4COoA28AugAJwHzIFUIASQ5XuEvwNI9nqiLwWcgFCgE6AA2cBFXjuzr+CeaQBnVT2h/zufBwx57Q0cbMAVOARk9vt9I4GRgAgQDNgDIoAEUMr7lNWS4nNgnrhqLK3fkxBfr2EbBqUhMFqMP/6AnBxWrYbaMSzahryPV3j722GhxUc726dV/eqO0ZzT8Z/7Nj5MU/L9U5IGkQM0NpQ5L9xx0Smx5y2ge1QAABhySURBVIKl76P11dGRkqp20XXddfIdwCXgG+ACUAusBUYBobxPkwANQA5YCvwLmAHoAsVAHnAaMOR7FXAApvH+TAc4wZYK3AM4M4PoATpABNAE3AQcACfAAXAAHAE3wBkwBa7xPbl3uQBY9XpdcAZ6/9/aI4mLgIXASCAdCAF+BlQEQqWtMsxqwXTNexWD+vURX51hGgZtMFuIYxRwlr5k1ENjCv6lgBwW0InaErxNREoiMnK5b9PNZXiXhKRkZBaDwfu3T8tBXCxiY5GQCHor8mrBmQ+jmYbY1zh7CNN3IyIWsZyfVJTzP2l3ICeN+1FcPOo5RRcbDVTExSO/EI0NiItFdinaO1Ccgth4lPfoSNi/jtq8+FiOtIKqrjqB9vrc9KSE5AxqA2ciJDo1+W1cfEJKRgVnbQRWa3VebMSDy8e3T1azfRnLk5Jb2jTwM3pnW3V+XHxCWlFtG1gNeXHcYwtofAUPm16elRoXn5CSXd7WCaD+XWJ8bNzbrvqaTmZrybvY2Ni4N4kpOSW1DIEyvbUy992bt8n5NUy01WSlxMXGxr7lW6WB1VZbEBflb39KdcJW6+ddN5+UXdTQ6xE566asmtVt/tWr2R3NFRlx8UmZBY1MdistIzY2Nu5tBrWhrwmjWl+flRA7ZJvS46/lFvA94AK0ACrAFKD3wk10YDbwmPefTcBO4BXfDg+BBUAMEAXYAS8AAPVAI9AMpAB1wBpe5CgCx4B5wHRgNjANEAfEgJ+AhUBar6ufAs4CdUAqr3kgEtgL6AKRfG0GIcAjwd6rtcByYBZQAsQDowA9wVBprwm12Sq51baBjFj/SxqmYZAFWWU4p3RvSHXF9L3I6wSYeGaJUSPx+1ioHOH2zEu8gRWjMWoENpkjnwkAzFacVsREUYiKQnIq7FwgQwGnQE1xh+gE/Pof/M+PmCAKUc7PWjjxXY72HCvmcz+dNBU3I9HWCXQgyg4TxmPlCtyww3hRrNsP/0BoSUN0HA5eQ8MgK03YLXnBF9THiYqKioqKTliqZvKilMk5tDL06Lb5Y0bMO+WdQQeANHt56Unjx06YYvqyngWgMfeRnuiEMb/99MO3P4wYL8qz4ohN/MCVRi1UP4MJ48ZLrbcMKA+z4V5/wiKNk8/KWnmlMeud0561U8ePGSF/LrGgvinBYcHsyRPGi57yLWntZANg0HKuKIuKioqOHzvxj63XkwQakPM8jyiLjh6pei34TbDDxsWTREVFx62/kF7BnXGvpSzQSGzS2JG//PCP//t9XNfNL9U2j+j1BpBxQ6ZHGLDqk+9sGz9+6nz5O1F5PmfWiIqKTpgsp3szliE0Dupf6s8apXolvOfqQA7Av4FgoAXYCszso4foPCAQaAPqgXDAUrAHZyOgC/wOTATmA88B8LoePQemAqGAC+AG1AOVQBNAA4qBdKAYKALeAkeBq73aBgBsAY4COYACr+PQBOAXYCUgxtebaCQwVbDBow5YAsgD9UAc8CtwAYKrTbFKgs+smDT3RtKwnDCSGKJhGgYpmKEOL/751xhIzEMrgE5UxGPXGozYiKgU7oNPfT6uLIesJJySQO8EAFttbNeGZxCCghBghrGT8fcj4Cyv01CMQH+c2IMp2xEQiEDOTyQKeHN/tqdDVRqrj+JhIAID4f8QqktxMxKdbNTkwfkaRotARhEuAdBbB9G52HUNgVZYtANOfawOKohZkmSuuVj+tH1gYGBgYOBD2/2rtm2iBFcCQFtlcqybzuTlBtbR1QDQkB8e6mt7ePFP+k9orQDam8uSAwNumx5QEt104VEgT3hyTt3AzSmsVmqS15WT63+et8xCTt7EITAwMDDQ137fuu2bTz3m1iSzGwsSIoLsD4xXOHvf7pTGH/uOOno9vKW3TfZaVC0DAIvRnB0dGBjoZ6e3c8tMw3CBsqy5JDnaSmX2/h3K0jsv2Th5BQYGHl439w+rABqDc/2KtKAnrpeObhy73ux+182/eptR3atTUu8wYLfXF750uXl40Y9b9azW7LsUGBjoef7YkrUbzKKFVCbRYyzm/7LGPKi456/lPvALkAiwAC1AuleFDIBOQAa4DqgCM4HjQEmvfXSASUAQEAnwL1HnCWwBUoFGoAa4CnTNMV4K7OP9mQFcBDx63zigCBgDdCCSN6TAD1gJ2AFBfOMMtIBJQDHfgR2APLAF6ACygJF8zSE8LbmvdRaMXuaUJezCxFdumIZBHfbNh4yxwD8zfjG3sVER/GFhuwVbD3Xvv2M0Dt/t/vSOE+7GgH8u0ICbWHhB+Mmjj2LTBgSVdm95dA2qp8FZPKcmHYt/gYE3ADiq4gcJhLYClVDSw4kXA3+ztsrXXmfm7TntV8jb0pJ278xyLVOrN9w21Zr7q/dYWEd2j0Yq89OeciaovPvRtOb1XeO5JgkDX0yIHO/d/zt6tOHZh7zVgpipPmZyBy1vZvG9WlQ/lF++YKaM8pnzwcWdACpfOUcWtAiU2OVP7A3mnwrv9WCbaa8m98vEhadf1XQAQLm/3vz5pq/KWrp+9fQU79OSJ6MGuM3eYcC52Qrrxf8rKqV/KbYWAOiJ5tuVt5543XsK72JPpQlSe/zeNfb8oATw4tXsxwJPex35GtgC/BtQB6wBC8AD0Aa2A8qAEqAEKAPiwHphNf73AAte+zCAhYA876hFwHQgEgBQDZgBzsK+uhJwttfGZUCs4BZnYGGv3UKA1wAAOuAtpPcRuybbQu3X6UZBvY4kvn7DNAyA+EvYsAW6J2FiAlNzRAtW/dYn4OgiHOItwtmUApWVOOrVPX7H9yoO74GhCUxMYGqFzB6VBQx4XIb0aWGrdDbg6Bo4hPXcfEELETQAyHiJ7XOQBIAJ26NYchQsAJXQssKp0J5H9dJenmSjv1j1sWA3mWwHnUOqF8M4UZZ/e/kO82tRvHKGTU9z2znZJKii6wmTmfv4ht7M46EfMvS0Nu6Kyk+TVR/zH8tOsjQy0b6R1v3LyHVdMnaymPqd+j7rvRjp967oSZ+O6PULjLmovGD2Du8MXrRUPNk/zuBBTh3vL6CjJNxZf/rhZwO0sAgPg9byNJMloxSPhvN+fRXBJ8/u2+hZ1uv4WKsFY5SPxhS9zziI54AJsBfYAPwMGPC2twBawExAFdgGbAeWAd8BNkDvJ2wv4DRfHx5xYBVwEDgIKADbgRgA/YbBCsBKcEsRMBfI5tvCAmwA1ff4clzNuXcOSohvuFMz8K7E12bYhgGAUn8oLsXcuZgnjb2n8CKDr+xuhuMprNzPncjljQ00diBUcGi/nTak52LuXMydhwOmyOcv//oJg1z8oYydVvDzxaNH3B8fV+gsxvUEAMh4CfX5SAfQAooZll8CAJRjtwVO94qQntjVKc/OrV7u1uORre7lvoMnDO6mA/hzw4BdGUU5OnXVHarA1iJvTX29fY+6N2bflp19xDaqn24nfYZB+Ll1x6/eyeFtby/w0Zxs5JdX/1HCoLkoyVpd6kZ3o2uxn76xtopP72r/IP0lv2mYRVa8zwhpCjAXMAPqgAW9Xhpe8FUHBQEz+5gXqEcYSAJngGAgGDgDaPK2V/URBgxgJeAquPEJoCvYk7UNuA4Yv8eX42JS/U+sHzv90tv3P5QY7oZzGKATLXQ0N6O+DIYSEN+ITL763XQPHFiC5wyABduDOGSAHiUHqw3NzWhuRm0ZzsvijCe3OQHoNwyoUF6G30Zj0kRM7PoRhZgErkYDQOZLqM1DGrhhIGcFNgYdBixqjLuBpObTHr3s617uO/RJwoBFC3c6MVvbX/CJvzr4kN5x1Tvdj56ZTrIq5wOT+ymw+w4Ds3XHLjpl8lZpa8/3/rhhcFVN6npS14Y+wyDUaNEIFZNo6vu0lLYBzQATaAPm8PUm4sjnzT/RAhwDTPo4SY8wkAJG8YYcjwJ28Lb3FQYlgCavRbqLIXAL4H/JYQDX+r6HfjBKHhyTF51nk/H+hxLD3TANg14PdAUvoCWKB/ndWxjJ2LcN2i+BdGxUg8Hjfg+PgLosYroqZzhhYAIhtQgd0NeFlRNSUpCUxPtJRkYealsB4F0YXxicg5xl32HAZrPZgrfCrksPPa+0+FaPf4s1IfsOHjvpzhlTlH9bjj8M0JrhsUtIGJx4OcDqx72vDrCromwOTVp6U/DNJM9d8/iRg0+6n3QznWQ1zj9L6mNgGNB/GOhZ3krn3ZuwMLitP/1IcF+tQVx9h4Gq5LXu1pI+wyD1xpLxqw5E5H3QXA2twGzAv8e1ATcgDXgCSPc9I1DvNwMbIA1IA2yA3byBZn2FQTxwFOBvDmIAc3i9V7vUAhaDmAC1t4bMG9rjZmh6D8vRlsTQDM8wSLwD1xfgbxbsbILFKNxJ59vUiltm2HoEnvbYtBFBfHuXBuOaHyr4Cqr2NqiMRHcJ1Aq3i5h/rndqAIDnCbi/7vPeBh0GxUF6OzYpKBj51rd0P4h3VKbeMF6x/r7AMFBm0mXdI6rXozh1XrmOS3eevxbTVRJ3FvhoTTnDHwY5/pRjUoaR/fYWL3thuGezgsIJ76om/g41dXFXt/44cb0PfznPiDU5c3b/nezu/bKcZNXMnyb2U7HclsEJg15pygmDDN7NdnDDoKErDIpfOelPOxY2wNjiTE4Y9GgZbi4ebBjQ/DUni+688/aD6sZbhIUBgDxgDyDXqxqHX+8wiOb9ORrQ5PUl7SsMHAEjwQooH2Af0GPYcDFgCAQM9gt16aBlnt44QuJ8+HsfSQx/wzMMAg9jphQ8c7q30MKxdB16PKsWBWHPfIjNwU4jgW7gGfaQmgVdn+4t0XZQ0kD3c2IHAiiYsxZdbxqhzthnhfQ6ACh7BQMN3BDMgyATBLwDgIpE7JFFKQAGbMywmgIAoGLnRVzgn+Se6qk0QkREROT/bXqU3tQdOu118X6XVu/Sfd71z7sz19l0yx5zuyxuyVfvtXWF0c3XvC+UdXv32hm/nI7uPgWLGuaiOlPOlPd60RTlYbTX3F/gl0N7qDLhbyIiIn9f55nENwS3s+6Nq8a/xow4dsA2jXfCXI/zW/ZYuZbwPURX3l+yxzqysL8K94qnDsaLLvQeMpVydaMxhW+Qa12QzlTzsO5Koc7qhIe7JRefeMuNnrbEh6bapl5xPdonaHcX77H1LkIPTUW3NGc7dfcia3hpcv7IruDWnvuBmXVr9a9zT9zL6v3RwPoKgwhABBABLPs+tkcYTAaWApqAJrAY2MgbNtxXGJwAbPmGFmcBB3v1IwKQA+wD3nueIXZDkpfG9DEqj8gyCH9FwzMMnulBfBI26MCGAgoFFGscPQK1gJ6T/bKrcXkTvv8OphEC2zNvYcY0zNmCS9dAocDmMnQ1QIkWeA/Ij8ZOaWw5AwoFlIvYsAyL9NH1LOxhBA0lXLABhQIKBVcvYK8c3N+gLAGG+zH1B5jeRzENdifw+wo8CENbJTT3Y/F+RGTw/iUXu6waISIiIvLtOo+URv4rt1dkuxso7dS3onCYHtq0/4xrZHd5meG1X0dT+/RVCoVCsT1zeKPk1P8Tma99xSGujFuAMkqSLfbJzFIyolAoFMpl/S1yc+cfcovmL0/L7ilN+G8REZH/Wnk7vpbvxaQqxvvEpFWbKIryBw05lz97aMM+0yuhnG9OLwh96EKhGG78z1Q5zWMWFAqFQrG1f53LfbdhtRbHP6RQKBTK1ZMqq+f/e7GuNYVCoTg+Cs1tBFCXFuxz5I+x81conXz4trwVrJKIOxbqEv9YuOvstagi7mjl9srca0cWSq49zj2P+op5c/c5vCwFgJr0wPv2FAqFQjmp+O+pKzbqW1IoFNsbAck0FtBemXzv7PHVU/53raGbb2YT2mtSQ613yiySmqJmGxhV3uM9qS3rusIvy84GlH7YvKpzes1QfRs4AWwBNgELADu+eSz48YcBHdgIyAMrgZXAOsC+6y8CuAg4Ch6bD5wDutp2cwFb4I6wkRDPAXm+DqyDxcx4qDtPcmNo72ETxF/A8AyDGBtQ/HB4I+aIQ1wc4uJYqIcSYf0cfa9g6UrECVY6FPrC1A2Oxlg5G+LiEJfCYe9ek4J1ItQO06dDXBzi06Ft2fNN/MFOSPOuPmMOrscBnYh3xHQJSEpi8VZEFSDUFpIzoH4GjXTYH8cMCVx81NUone2lKi8tJbX7Dq2p57VbCxPM108X55BRu/a0WOBjZsoNjTVS4uLi4uJSszRvB7gfXjpv9txFdm+6Ht7ZlbF39k/nnkF2p8nz0h5XQP5DzTWyUlLqt0rr+IrJDlr4HaOFp/3rE910uEfPUzf267p85UuTHcvFxadLSErOkOCef8bc80E1nPKovS7Kfoe4uLi4+PTpEjNmSM6QmM69gaBSAIXex1Xmz5CcMUNiuq5TYi3aoq1WL5KaITVDcq6sdUT3+Oy6NK8jEtzLz9+u789bDJKd8+Do1nmc83ffgYTUPrdUJtDyzl1z5owZkpIzZNfs9i9Ha46nyVqJGTNmSEqsP3K19zSoOe5rp2wzDS8a9OSG7cA7IBx4BUzja8V9AzwBFgDWnLsEbIDxgAQQAkQJFsr8YVAFPOeb65RziQggAggCDvaqbvIGHvD+nAJYAs58Y9aYQBQQAcQAu4H1g/1a3VoLfPTkZQyeD7wn8TUanmHQ3oI2FhprUE4FlQoqFbTe44oANOOqCRQv95yxi8VASzvamlBZDioV1HIInY2FxUBFOff8Db1aY5n1qOBdnVoOzqiptmaUV6CyCrQqtHWgvQVVNFTXo5ON1kbQKtDY0vX+0clsqKutqWkS2lbHbq6mclXUtvR8emW31FWXcz+tY7Dam2uraOUVTUy+F4xOZmMFdxdaXXPvnOxsb6yvralpZAi8D3XQwu8YzNd7AjaznneB2ubuXw6LUV9No1LLaVWVNN7pqeUNnKkoAHZnWxP3vssraJVVNM4uFdX1rR0AOuh11TRaVSWNVl7bzOwEu62hklZRWU2rqKhobON7rWO3N9G6Ls8Xle0ttVWc7eWc03D2qaEz2QC7nV5TXk6rrKbRKmtaWGC30+urKipplZUVVbWNzF79htgVvtqSiqYPsuiD7FJUD2jy1q6ZDSQCVQANkAEmAhl8M1IwgNfAbGACIAHc5zsJZwEyzqM3q9dccuXAJGA88AswA+AfetcAPABSATZQCawBzgsugVkNSADjgN+BmcKGyw2AXZvpoismZRVOFkD4ixqeYTBINTE4qIZzkZ/7PoYPVlWEi8HcQ+/f8jgstQYdnTH9hHOu0AeJ3tqBZOAFoATcBXwBGUACuMdb26CHFCAUeAnwj9rwBAyFTV/BvSMgFPADNgAafE/9AEIAf6ANKAOMAAe+hgcOJvAS8AB2AW+E1R31r6Mx5vZOyTXnywfohEZ8tb7qMHhhgZXbUDDwjgQPM9nnjMyJAcdDfCWa8nzdI1Nr3/dROBOgAznAdeDKex5bCCQJlvJCZfSarzSPV/o3AEH9rmzcq1l9UDoZpSkh3vF9LdxMfP2+vjBoR2ogDAxgoA/pkfjbCBg7Irn3HDFEL8z6JJ9DW+Sm/8+UdQYGxlccQ3vN4kYQxFfr6wsDBsJuQEYGMjJYvAzL/8BKbTwvHvg4opUWZLlk4eKly5ctkpFZvE33zte5gjFBEMJ8fWEAsDrAYIDBQBsT7Uy0MQWmIyX6xGa1M9ramO3MNgaD0cbsILPaE8Rfx9cYBgRBEMR7ImFAEARBkDAgCIIgSBgQBEEQGGIYNBTFRIS/LqKT5lmCIIjhbUhhkGgvP1985GH3fHqvifEJgiCIYWRIYdBYmvDa3VBF9mp4JRnDThAEMYwNuc2AEWEwZqdLUm2fS6MTBEEQX7yhhkE7PdxiisqtqGoycwFBEMTwNeQwaHplNkXdKaaGhAFBEMTw9VHCYMftWBIGBEEQw9jQw+Dl2UnbneLqSXcigiCI4WuoYdDR9Nx4jPj54PqPeE8EQRDEJzbUMGB3VCTYHVBbu9P6hdA1iAmCIIhhYOhhUJnkeFB1pcql4GISBgRBEMPU0KuJQk6NEzd/VkPaDAiCIIavoTcgh5lO3OYY10DCgCAIYvj6KF1LdzqTrqUEQRDDGRl0RhAEQQy9zaA16tJUVUcyHQVBEMRwNuSJ6moDd4xSd0qqI12JCIIghq8hhUEzNTmCsmvKnAvBla0f97YIgiCIT2moi9vME/tFyyWnqZN0JiIIghjGhhQG9fnhYWGhRc0kCQiCIIa3IbcZEARBEMMfCQOCIAiChAFBEARBwoAgCIIACQOCIAgCJAwIgiAIkDAgCIIgQMKAIAiCAAkDgiAIAiQMCIIgCJAwIAiCIEDCgCAIggAJA4IgCAIkDAiCIAiQMCAIgiDACYMffvhBhCAIgvgL++GHH/4/JWva6U4oPkYAAAAASUVORK5CYII=" alt="" />

格式二

/*
if(判断条件){
如果符合条件执行的代码;
执行的代码块1;
} else{
执行的代码块2;
}
*/

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" alt="" />

格式三

/*
if(外部的条件成立) {
执行代码块1
if(内部的条件成立){
执行代码块2
}
}
*/

<2.switch语句

switch 判断语句:

Switch语句使用的注意事项:

1.每一个语句结束后需要有一个break,防止switch的穿透

2.switch语句中用于判断的额变量只能是int ,short,char,byte String(jdk7之后才有)

Case后面跟的数据必须是常量。

switch语句的优点 :语句结构清晰,运行速率快。

switch语句的缺点:

If能过做的switch不一定能做,switch能够做的if一定可以实现

1.3循环结构

/*
<1.while语句
While循环 : 先判断在执行
结构:
while(循环条件){
循环体。
}
*/

<2.do while语句

/*
do while循环:先执行后判断,循环体一定会执行一次.
结构:
do{
循环体;
}while(循环条件);
*/

<3.for语句

/*
for循环:
  结构:
  for(;;){
   死循环
  }
}
*/

二、数组

//定义一个int类型的数组
//数组的长度可以指定也可以不是定
int[] arr = new int[10];
//数组中添加元素
arr[0] = 1;
arr[1] = 2;
//如果元素没有被赋值 默认以0来填充。
//-------------数组的初始化方式-------------
//1.静态初始化 : 这个值给多少就是多少,不能过改变
int[] arr1 = {1,2,3,4,5,6};
//2.动态初始化 : 不可变的数组 可变数组--->集合 ArrayList
int[] arr = new int[10];
//定义一个字符串数组
//默认为:null
String[] strArr = new String[10];
//遍历数组
for(int i = 0 ; i <arr.length ;i++){
System.out.println(arr[i]);
}

三、数组的内存分析

1、数组的内存管理

用一块连续的空间来存储元素。

基本原理:

//创建一个int类型的数组
//arr : 是一个变量 只是数组的一个引用地址
//局部变量存在栈中
//成员变量 -- 属性 --- > 对堆区中
//静态变量 --- > 共享区域
int[] arr = new int[2];
arr[1] = 10;

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" 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" 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" alt="" />

2、数组的使用工具:Arrays

常用来查找元素和排序

int[] arr = {1,2,4,5};
int num = 3; //查找数组中是否有某一个数
int result = Arrays.binarySearch(arr,num);//对应索引位置
Arrays.sort(arr); //用Arrays排序
for (int i = 0;i < arr1.length ;i++ ) {
System.out.println(arr[i]);
}

3、二维数组

java中数组一样存在多维 : 二维数组 ,三维数组,....

<1.二维数组的定义

 数据类型[][] 数组名 = new 数据类型[][];

动态初始化:

数据类型[][] 数组名 = new 数据类型[][];

注意 :前面中括号中数值指的是二维数组元素个数后面一个是指二维数组中一维数组的元素个数。

静态初始化:

数据类型[][] 数组名称 = {{元素1,..},{元素1,..},{元素1,..}};

//二维数组中的元素一定是一维数组。
int[][] arr = new int[3][4];
arr[0][0] = 1;
int[][] arr1 = {{1,2,3},{2,3},{1,4}};
int num = arr1[2][1]; // 4
//想要接收二维数组中的元素 : 需要用一个一维数组来接收。
int[] arr2 = new int[];
arr2 = new int[3]; // 定义了一个二维数组 ,数组中的元素维3.
//初始化数组int arr3[] = {}; 不推荐这样写

<2.总结:数组的特点-->

1.数组中只能存同一种数据类型的数据。

2.数组他会给存入的元素默认分配一个索引值 ,索引从0开始。

3.数组一旦初始化,长度就固定了。

4.数组中元素的内存地址是连续的

2、对象

1、对象

 万物皆对象,是真实存在的唯一的事物

面向对象:处理程序的过程

面向对象的核心 : 找到合适的对象做合适事情

语法:

//通过自定义的类来创建一个对象

格式:

类名  对象名(变量名) = new 类名();

Java学习笔记(03)

2、类

类是模子,用来描述对象的属性(特征)和方法(行为)

Java程序的实现都是以class类名为组织单元

定义类:类名à 类的属性à 类的方法

语法:

类的定义格式 :

class 类名 {

属性(成员变量) : 描述事物的公共的特点。

方法 : 描述事物的行为 (做什么事情)

}

3、属性

对象自身 的各种特征 是抽象的、客观存在的

//属性 格式 : 数据类型 变量名
String color;
String name;
int num;

4、方法

对象执行的操作/行为

语法:

修饰符  返回值类型  方法名  (参数列表){具体的实现}

  public  : 公开的方法 , 任何人都可以访问

private : 私有的,只能自己访问。

public void run(){
System.out.println("司机开车了,请系好安全带");
};

5、成员变量和局部变量

1.成员变量和局部变量额区别:

<1定义的位置 :

1.定义在类中,方法外。

2.局部变量是定义在方法中。

<2.作用上:

1.成员变量是用来描述同一类事物(对象)的公共属性。

2.局部变量就是提供一个变量给方法使用

成员变量 : 作用范围是整个类中 ,如果需要在当前类中使

用成员变量,直接拿到变量名就可以使用

//方法
public void eat(){ //在括号里定义的参数也是局部变量
int age; //局部变量
age = 20;
System.out.println(name +"在吃饭,今年刚满:"+age);
}

<3.生命周期 :

1.成员变量随着对象的创建而创建,随着对象的消失而消失。

2.局部变量随着方法调用而创建,出了方法的作用域就消失。

<4.初始值来区分:

1.成员变量,如果你没有赋值,它是有默认值的。

int   默认是0

float 默认是0.0f

double  默认是 0.0

boolean 默认 false

char    默认 ' '

String (引用类型)null;

2.局部变量:

局部变量是没有初始值的,必须初始化才能使用

成员变量在当前类中是可以直接通过变量名来使用,如果变量需要在其他类中使用,就需要创建对象(目前是这个样子的)