Ынталандыру
Мұғалім 1-тапсырмадағы жағдайды ұсынады.
Арман әкесінің жүргізуші екендігін айтты. Оған әкесінің қай мезгілде және қандай күн райында жолға шығатыны өте маңызды. Ол әрқашан жанармайды тиімді тұтынуды есептей білуі керек. Осындай тапсырмаларды шешіп үйренейік.
36 : 4 = 9 (л) – автокөлік 1 сағатта жұмсайды.
7 ∙ 4 = 63 (л) – автокөлік 7 сағатта жұмсайды.
Өзектендіру
1-тапсырма. Еңбек өнімділігіне байланысты формулаларды еске түсіруге мүмкіндік береді.
Сағатына бірдей мөлшерде жанармай жұмсай отырып,
автокөлік 4 сағат ішінде 36 л жанармай жұмсады. Дәл
осындай мөлшерде жанармай жұмсайтын болса, 7 сағат
жүрген кезде автокөлікке қанша литр жанармай қажет?
Тақтаға мұғалім оқушылармен бірге формулаларды іледі немесе жазады.
![](data:image/png;base64,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) 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nCOYvniQ3NPGt6qW1oDEGvQ8lKZmwEtzhEZ8OLVjKVpdSlLXDwyE3x/idiaBHQjEUS0P63IM8OZohbs6FxeRsXpyecvgZD0AZfsWYlM3z3FtHaS9jdL1rJVPp4kCufWBm4nnhwC1q17MfQPyhN3TsSNLRqQ2M9fnFmasDfffRltqExBP08QJFTkeCdz/7Y/n+sbyVTaTRUFmCgPl7QtGw8hhWLO02XVmhztrN/9hd/23Os92W2oTEE/TyJcDAaWLOSadijiSaeRYORgLuFbD9iD82moxEEQVrOv5bzNeV3uB8ZxRMWt//MxcLLbUNjCPp5IitLMzPTtuMX0+tZyewFIk6Bs980Oesd8aCKU3zvecm145ZoyYYGJ0s2NHNDwYVZQ9AvAZpG5CKwqsBCEeFfrAFhwJoFAOVXZmLZPPH6abCelcweITf3EJ4GsphTMCJtsivIrn6XNRuaqYclG5p0wmx/GW1oDq+gNQ0GCirkYYGHJQkWZbgosivDiMyjmTiWCD2/Powonsa0rDnmlpoVKKOq9dmQQlACQfM4wyN7/tAeR5n1Vzl7KNnQuJpZm7eQiwdmJo+cu1Kpsh0gDq2gdTXjhaRp7DNqZoRYnMfmQshY8smXq5NFrLMNZIEgvwZ9h8GK8eFMS2OkqWO66dRD38lR0370RleExzY0YyOGoA8J7Nx9enqAmJjG78+jfB4Ri7AoQjiinmwEFgswWVSrE5idAH8mv1lTYX21VDgYDsFcwSMrdDznDc04seV24s4VmzXWVb/SdfyB//yMrSWL7V8osgv4+vbC9Eh64M7r3/uLl9CG5pD8tbAq45kIMzOIj8yQ8zN4JIBm0zAvqg31krdbdjYpjjrNyWoEqZEkIBmNpLVnfmlY0zRZisyNzmE2ETVZHE1EnndkI7Z8xJoMeJPButsr/unFdtuDFX/r/JEjE82ng6Rd2l2ku8cUTE7c24zH5mZHh3r6L9EvmWtHLf4kO4WMzpOLM+TUBDN6Vxc0hGKqwyO29an1Hl3QirdJdjYrpi1aSKqqTBTH4my95OkMNxyFIc3Gx2yFiC0RsIVWrMGoPRs8Mj7YsTTaExpv8S+NdR+Zq+uKM06xxmT9rA1Ny9E+Q9AHBj1KRoQCmkpa7vyOvX4NH18oTQjB2pS+TrHvtNDaJ9ubtrkrTQOiIKysLMK+TsLqUdZS+Gmv/oLcfXi3ZOejrUv36scf2ZeXmx+Ot91+cOJK382Tbz/0nwra69JkbQ01r9rQtIQ/+od8OmWxO14qG5oDLGiUz1kmb1h+8u/xkRU4IwGXRX69r3DxPdHbCciddRdIopiIBhRFhsxe5IW6XEaIGNsUO9pEd73THBs5OvpJ0817LZ8/bBp4dL7/1Off+LNftL9TuT+rAnxlQzP90tnQHFRBM7OD1k/fpz++gybjoMEpvn2GP3ZJ9jUDkx3sJE9tDZ7nZuYmaXcTYDdLfRZResl9PHG+0db1ztHpa/VDQ833R9+NpFsvD//uzF8uWhuKe9+7t00Ik8V38vLc7HRde5ch6FpGQyXedP9T0/U/UQ+HkWRG7O8X+86IbccUVyMgdmO2AoBayGfnZibsfa8jrAVssiaMCLhJtDJ5k1swmaL29ubpB+7wTP+n16h44W7/Nx41nQhTNZGOrDEWuefc+K//Q1v30YbWToKit97mUHCQBA2rEp5P0MN3LX94nxyf0DCWf+WqcPmq2HRUZWy73m08GpoYe5hKROFYAOF5bXu1bBKCggQddDnbCpGWWPr0nc9MRQ7rXOFZVzRb2HVhKoUK1HAxG1+cffDFp1an+9i5y9Uu0T5xYARd6phLRcxDX1h+/vfoShI43cLZM9zVHyhmj1ZeP8PKyvzIyC3GDvGBL3e0YVGXNQKH6u1SPXFsPNR99wYYHeRN5J18jCcQgKyTMKcIoBiT21plklh3aKfC2OqgwOSnkw+aDEHXHHghbh783PHXfw2nReV0R+Gt7xdOvVv+vPA6NEM3dDnrz2zHCWN9AhpDdaodf4yens22NeFn/6lzqIUtkuskNqWm+cG/DvzbfxPraJPLKPIO+P1nVzPozlKrDzQHQ9BkasX86Yfm938F5xXlbFf+jT8Xes5VRM25TEqF8lYvBpWxMwDDy80u8CbSYoo7x/Nn/j4H/xCa6KTTphdO7+pR9Lp737wGejvTc4nZl8eGpvYFXWoFsrc/Ya/9EYullBPt+Td/IHScViv0JHYsFsoKYcpZbn0pkHjIb4PUUpKIZyR35ItCEUfkTqSwXj29n3g9K6HMg9nlo4agawJYVdkHn7PXPsGDIaW9tfjmW/yRS4CqzOgXUNV0NsLJUYaWyt9bkSbDrTYNgTAROOf4bgsn4PBsJ62sF0zvGzSdZokFTF6QeA5/CWxoalrQsCwS8RX7L/8jMTqrNDYXX3sj37/+DFS7QNO0IpeTQBqgnH7dVGSfHEMG2xwaBR/9TbDloSDicNqDRe3lepuXidOab3YtJUPL7qY27LC7dtS0oIlEwP2b/wsfnNNsBH/uSv7cexXcuQbA0uIMoDiG0U+CWKnd6rHHUrPLcanQ+GWqdVJQPPCHb1c50d7riYvqwC+/uGlxeQ1BVw0iEzIN3aJ+cxfWlPzVvyieer0ircCnAA0sr8wg3hBNVPjJboAgE8ca0DRoGE013RcvNOZG2k3rdnrsDxhaJLAQzE1DoAKRVY1To4JGZIGaHGI//whJccIbF8Vjp1X7FgbgO0KR5WwmjlBFhJAhZJPBwd2gwRDHkstHXURB9Uyke//ABf8RKXsJGa1OMA3DwMxyJ7uXucQMgjO0qbZSqSpLjQqajC0wQ/eI8Um12c1ffF2pay5z9OQ5RJEPBudJhwAxezXAkfSZ2W7REiu6x4SOab7IIElb1TI9WJo/0TP5+4FBmGowBL3fwEBlRu9Sww8hlZQunhJa+soZ2X4RvTnIC9xycJrtzKFEZZqDLyJhaKLJZD5h71oJH31QiHnwnLlqZxvHeadrgksNs4WLQPUfYhua2hO0pqFCjrw3jM8uyi2d+Vf/HDAVNuMCqiqJhaIUYSBBv3oqu/NnyVjZ5Vbg98Wt40pTt5RsJCJ7d7CtgGHN70mrakzg8ofYhqbmBA2rimXgd8TivOr2imdPy9aGygYbOtlMMpZctLci6N73p/FWYv6Kt+O30aZ5PurHxoiqnXAE1s6dHv9y/G54qfEQu3bUlqD1YAMtZpnrX2LxmNh9Qjh6XsMq382UzSUiiXm6VYSRPc8QEil8pdXZ4E1ZA2LdjGxrq9ogi15DuxxhTJlUiyEIMgS9LyBSkQ5O4qNzEIYo/lbJ3VbxQ4gCXxTTEpRisP3ow1JRJGemk12mhnuKe0VqqOoDfijKe6wxRQgW0kmT3VnNouwZtSVoNJ9mhz9Hk1nlWJvi92s7f/ZkSzLpuKimTOtMCbtXAAQOHnVY5wVbqtg0t1dt0G3S2pwqLk8F5ya6+g+na0eNCTqTYr+4hvBFqeW41NC1F4eIRANJcYWoq9jQ4JZoMBysczS6Us1jBUdqD9ug26HOMzUXYEMLnYag9xyUzxKhFWQ8AeotUlOLYq78iLEii7yYlJUMiSgV3/nmFPyUECEcYe1it48h4xC0T/nQL6DZ2KLPFs+n4qzVfvhsaGro78HyCTI0CxcVubVZdTi1SvdBAACi4YCKZ3FGhdb3AttDcm66YKfMIb7PjFFVzb/zOAutvoXx0aGeMxepQ+faUUuCTkWJlRkNQeSWI8Bc+UdNNQ0EgrMymyLMVbjvZ+xMzkLXa1yPUCS0agYeNmvW65y8NvCw/fhJQ9B7CJpM4MsLEI6JDUcAW2FB62qWJCFdCCBMmkKrcLvPs3TeShMoaInnCQGsziO74cqpDJ3NIggs+psrHxrheM5EL7LwgiJkVcWOYjWkgfKpoT8GyeaRWEKzkJKnVS3PWPZFVq1kgrRdAdV7nl90o2IT7pjh0bgG1UPQxiX54KMjv3ifNjNzP/27PRlbNLPgXF8xsDyKYKZD5tpRK4JGpSKayCEZVeny6ZV0xffPC8W5xTHIl0TIarXGINGEFzyUdZqHsjQkAojesPblBVDkAbtnqcsskzlx9E9DH3oIR7sh6D0Bz0XxjF5xYcBXp1X6JgiAKkmFXDFgRkVk70cHN0KiMc5CaRqsBBmYExHbuoKGJdEcCXHJhOS27VVJUFQxs0kWWQFCXBL4w2RDUyuCxrIxNJ+CMEy12SC0wrnwQpHL5WOYtQBXOvV5RygYKtI4pEFqksD49fPdAIAXV5oDQbmQ372twnaAYa27JR4S5jLxNk9Ty54eaz+pFUEjXAbh8xqKAZNNgyuc3JjJJqPJBdYHYGxb1TOs3ylUoMGwisDamvGAphEiUDBERR9/sgtKgl5NTtIKsPZC4KNpiCwTmRz72Y36YChRwafC1kW/U504FgjdHk6EugxBVx60kEOKBY1k5fouCK9wD3SBS8VTCw7fdh+1ImTgTosyhmTNuECUghRKBO0z+biXSjhJZbcPnhQpIm1hSzV0BNFemIhQkZlQuPmTL47//T88isf3tnpeRbOY53F1AhKrmNNaeWpF0KtopYmCK/rgILRqJSOpGcaxWd1szshHH2bMkzIilFZDgIZCWuCqSegy6YJms3LvYMY9xDvaBPy0ecXP7row2tP/vVCcjz+F/93fCNncWColaKvfTkwTf/GPffqbK5eb3nojd6xnctfH3ag4bc3SfDIYnp/ytR0S146aEvSeEI+HskKQsG92B5coJNTMkLTaNFVwLYh4GgAcBgi85k9H5lXfQJGMqXgRJB1kOYLeBI/bfOpkQzyB5e4EC0opE9DEUidPlDzb/Y2Eic7uxUH9TfPx/N2x6RZD0AcDoKrZQoSTYxS1WbKoSKEr7SzUDplU2ZaQ8HTpQdeMlRBXH9XWZa0rnkBUMqESqbLT5TSIU3BcQ597wLC7S6ZpdWLaO/IoUuBKn7hd4Mc/KsUeJiZuNifKPe562CxRBp8WMgsSX8RJ6hDY0BxmQa9ZyShwGsK3FZLqbUFE0ptmkB5wKCySseASXvqBRRu68qqp7fc5varW8N1HRECBVUEPyOGEwAgpi6sgmU1fhfVWS7zFDzIZJ/ak5UqRhbbW2V0fbpvYTLzXGkmUbGha8YPv2nGoBQ3A8uKsTGRIeludG4QC2GWVjKiyBUmfIgH1WLs8jc51mT3jRVmCRd/ue2D4BJadL9nocjJ283pfCx58542Hu95bpWht1q/56d/cun3R6TEEXdMADcRSc6ojgW8jeUOvnh1piRRKdosKiWQaSfVJZayHHCKBCA5M0VDBvHtBi7ySzzwO5b1u2O2sZs7dU0gyzZLjhVinqtTWTDG7o1YErWGrUaWqIMUsBCow/KEoci6T0Mg8jEsltW4FrGnmrERIpUOrGFywYc86lgMIxjOA92K8ZfdnzMICh1PVd8pa1SM98+6m2K53VUEQRDYxhfbGXD62QFDsQXftqBVBA9aqMSZYCaL5pN6UK3+HJSuZ0BxqKWjkti4PXfPmhEwIpUMrGJyzEOBJfzOmapacRBbUWDudN+/eLMbMqHVOGYY1h5e3N4cYx3Y7LopFu6oSBC6Q1J70dZhNwvmTM7enB3FTnSHoyqDY3KrZASsymk3A5Qta0wSBC0Sm6LYsgm8vA1ODLAEJLwANgyQWTdkIdbWG1v+jOaVlllMscMpFFNjdnzEckmmN1/fo8HIEs4O80ECwkSu4Pe54Q+OjXR99Exg6f6z71h9v+i2Zs6DRjyAH2IamZgTN2hXaAksiFovo4UKZe1NVVZYLMhSnoO1eGzCA2FlFjytEL1pow9b6N3QQVTMnlJbr+fk3zJyrrNNF8ZI5UxI0alGR7d031rg9SIQjjov9yB4JGlq9bl2mNCTFSzY0ZtseHWUfqBVBy2a3wjogUUICEbhsQWczyWhi0dQAdjBvIAyJdYiah0u/7ZPgWQ826peKLZP5TDex3MIW2LLM6XBepbOiHnIg3gLMrNNOJTDZ60xg6OM/X5aZZLyHorLTkxkIWmhr3sPEVwTRLpzJP1gYjyw1tvUeYNeOWhG0hhLAY9XqTEggg+aSqtVRjsVMnkvG0wtEswhtO1lUQ6BUJ8XGFDKjWhel1rmCTCG2ZckRERBMm+2z5K24Wp59KM4pdFLWrxbYJ0LMOrcOHOfdnnmP1xtNiAIvRhPY3/3MieNsLIWf7C243cFyjr45+mXW3Dh9f8xTAEcOtA1NrQhaB7itir8OvzmHJ5YUj0/draB1LfBSSkaSxE4e7QYIHOpgyKTqnuLZhNJ5J8c7USIPRAoJtTLhRmbXOUlr4IpePctIBsRdNGPTr991rjQElU2W+OVLLRDMzs7lszn52k3c7TL3dEpnTsUpOl1OAbZCY5mI3RQSxciBtqGpIUGrdpfc5Me1GTw8I/qPqOwuz2kmHeeVBO3cWctSg6FwHQ2dh0QXap8ViaCqSy7ZSYXamJi7An43pqJoTooSD4912+sIdKOLFUOh974l1nkcN+/IS0tcfWPxRC/56oVIm38/+vi62kRlJRCcm+zuP6jzGtaQoGVXvdjSy4KPycVpvjcj79bgPBpfSUnLuHc3vvwRLx3xUPCFx4ul1OcKZf+xeZ7hBB5GZlHyFXjDlAkYBg0Nwz+oh9/7tqZp+uISXJoDToO30ZVePi1NC8vRu48m6w1BVwC9Xcg3dYFGBh1dRs/E4WZxF2G0IosKlAbILicnXlPwXmjHscjZVoohGRpK8oKyWReHfvxSw/Gx5vf1gTECz7F4lASxg2tDU0Ml1uNK1eGQj7UR16eI4LSc6pA87Tvbw6qVjIwlMbKGJhMpDdkUeWuQR4Ca9MELsbSkVNnhbiNgWGmo47ozkfnR4a4zF+gD6NpRQ4LWUS02/uwV7O4KsTAhdXTvVNBAA+HonMimULqGFANrmjueZ5Mib0aizUjuZgFUYmx/j/C6c23c1J2PBlqPnTAEXS6q2ZE//Sbj+hhbWcYX5pBjBUBu95xqGpBlMScGNCaP76Uv/47QQxhUBe6FHFWUIq14sBmHbu4yHNofKCppYceVfKtYzKpWx4Gzoamt4gKcFt2t8pUu7OMUPj9NLQ4Uu1/b5rarVjIBwiooOxmE22sQFZg50X0vjyBKqIWe9VXeILjimFi4vw9Nr4wTlMXq9la7ODujtgQNrabdFc9exR8s4UuL5IP72xe0IHDzy2OaN4MQ++0sugkMJ3aNBMmiHOynIp0UqJrLzQ6wmAuX+u//5EMbbm8zBF0uGoJyneeoE/fRdJSYmmambgitZwDBbL5VyUpG5jgpSKPi/vRwbQdSkp1Rrm4wq7FgsZ0MeQkoUEOt1Y3AMdHrWiTAklyIHTgbmpoTNAQjkq2+eO48HlwhRqaYWx/LjmbNucXUQQLP5bgoas1X10rmOSwpvn46TQelwGUy1EzmmIORxQbDKo4VOpoLOWElm4i6G1uqXaIdUHuCXqV47AK+uEJMzxB3h8neMUCbVNNmA4fZbDKamifd0j7MA7RNCElxLeXrxlOiDZk6Z0p7avRUrwsMQ/2nsp/cG48stxiCrgCy2S2cOCEuHqd/9aXp2i8Vq1vt2kzQRTGdya+Y3DUUojatJJumk7CohV8lp1roLFOjp3pdYBg01t2VclqW7612WXZGzZ5lmG89Cb9WJMfG0dmI6dYfIAwW2vrXXTWXSYkgSTprJTwtdTyn8g0DacsSn2zAbly2FVi0Vm4c20bXdFc7uphKh+enfW17Mt/NXlCzgoZU2ix0Hs9+/0eWn/ycGH5E01bAWiTvOmc2mQrl+BDG1oSgUQBMnNh6P+aYL+QdyOwFJuwmlKrOQbFrutqiWWFkfqLREHRlUKyu3NXv6sE0fe02OTgIWJP6hlulLNAzzwgBVc3zkaIcx7Dq99YhQDNlxZaxeP1QRiHB0klm+jgjHUw1Q6VRw7CJmEhFug+QDU1NC1rDCMnZnPuLv0IyRerGHfraF2pjC995GtAWbVXTJSuZYk5B0hDBVbuwpZwNpij5FjI9n4RUCFq4yEz2M2Hb3k+/vGdgKGdh0lYieYBsaGpa0NBqt3TBfwr54fdhSKT/dNvyd/+39s/+ldBxSmVs0OrEVktLMzyeQNd7AGSfwVTgW8p03QshHAh9gxo6Z1o4COOCm9PUhPYWhYH7dy46vYagKwSMcJ3noe9rGkkwv7tu/vlPsFcW+JOvSN5OTQPJ7IJizWBMNbufV/PphI47kfqRNCory9+gbrxqC3uJXTtJ1w4u21Kj+5P3fwfOvP42BFV+arKKcxAErTcQGWux54z+BpZl8tZD+rPrcEFQ+7kU69XoDIyL+z/v4FNwRbVlOf+DRP1IBtHk4HFy4Io5VEc8fW78QIPjvN2SavQKudgizZpq37XjYAhaRzG7uKPnIRy2yDA5PErduyXzObWlkzTlRQ3WxOr8IZQouuK5pulk/cO0hEMrPaapPvOci4UkCF6v0wUWVA2Cc3lPKr32NMEBQBCszfVwaOYRbTkANjQHRtA6KmvLn3hDoyjLr39J3R5kvrzhCo6lj3gLbrvCWvZipvtNQGQBLubd4VTrVKR+KKs6bIELdbMnvEGHxbZJ/yHK1bfgcc4HRWkNHIwqXBBR2kxnF7KCsJun2vaZgyRoqNRGxPLdV5T/1m3x/8b8uw8aHwTrZxP8m69wly6JjX37WA5AB4aZ0d+RAytoNA9cdP5/+kv84rtdbn/H5s8gatp772kYBkuPXZkOAKgGNXdDja/ASKUnc9oLDpigS8CI6G7JvP4jydduufZb4sYYc+0+sRyV+nqF4xdET1c5hh5bgkgcEZunR78kbo+gkTBkgoVvXkh/97+TWtoVixtGiS3zj9CDkaH0DKveOwdBzCUOoKBXnwOQPM2ANil2J+u7RY0+wCJB9LMENrlE9nTKLZ261hVLRRN5NQ0rxInwLD4zhU/P4pF5mM9LvV3C6bPcybN8z1mgX0WVnh3GYBccSEFDq7GHbPUoJ15TvA1idxs9MEgOj5Gj94nQlOzvwFqPyI1twGZTbR6VtmnYLkc3YFlA+SyaSyDJBBFYIpYm8Pk5OMMpTV7x3Kni+cv80bOiy1/ZP82gHA6qoNfQYISv6y69es6YjnxKf/EFPp/Ah8eJRyPAZVY6O8X202Jdh2q2QwResqDGiZILNYJp6xpsagBWJFiVYUXW/4VEGcvG8cgsuThKTI7D4bwezOiNP+V8p/Da2dyZdyWbb9eXisEecbAF/RShrlP8Vjv8jf/ePHubvfsn6ov72FgInU4QyF0TS4Bml9rRpHh9ckOPYquTLXUq43hhHxoiFojUMp5YxOIBLBZEZxeRlTScF2GgQbAGjjmLly/lL75b6LygB8KlS8KIMWqPQyJovaWooUhpnLy9n/d0YBd/SISW6PkHxMI0NhtAAzE0mMLxCZK8U3KV06vq9WxJYaDAiljqj5NFWJZKU8g3WuUL3WJbD996QvI1q3ananFoB2EE+KXlsAh6DRhWaav+kl0Nkr9V7OrAkjEklsFjMTwRQrNxtFhAchk9LIbWtXpBIeC0yyaHRjGq1S24W9U6u+qxK06v4qhXKcv6gYpBLXG4BP0EvcmosI6S4XRzaRErZoh0AMvEkEIWzaZhjtvIglp1OIHZCmhWcdQJ3k6wlz2ABnvB4RT0cyiMTX9BDdUuh8He81II2uDlwRC0waHCELTBocIQtMGhwhC0waHCELTBocIQtMGhwhC0waHCELTBocIQtMGhwhC0waHCELTBocIQtMGhwhC0waHCELTBocIQtMGhwhC0waHCELTBocIQdLXRABWcwpZCEI7L/ibR21rtAh1sDEFXExioKJexffpz5oNrwGnN/9WfGYIuE0PQ1QTlUraHHzG/uoYFo7KVhUWh2iU68BiCrhqIIpIrC+Z/+C9oIgUBDSnk0Xis2oX6GmQ6wF77lP3DJ2uLaoer8OqbuYvfqW6pNscQdNUgl6fM1z/AxxchsTRBDCyKuqarXaivQcSWmIlBevD+2qJoPwXD1Z+caXMMQVcHIhlgB2+w1z+Hio8lAudFJFaobqmeA0sEsWT46aLY1CU1tFWxPNvBEHQVQGTBNHTd9MU1dDr+9EM4LSCLGViRSv6otWEDiSYSSDK19l6jMLGpW/S2V7dIW2IIet/RAB2ZZP9wjbgz/tw3iCJQyXnR2VojFmToQhRdWb3kYBgccSo+JyDoahdqCwxB7yswUDAubfn4vxLz0+KpXrmnzfQPv376LaJIRDok2Zqgqgta0+j4LB6NwXm5tAjDcmuLarXW/rww1RQ0ymfxQgKRxbVFhC8gXK70TpYUV73kai65LWqAis/TA/exxQBgzcKlk7y/r/briY1ACxnT8CfUrUHgthbfeFXy+p8VNCwJRGQBbjoFkWy5BxILVHCCfDSMpPOqxyP0HuebT2y+CSIXTZ/8iZycLC1oGp6PE+NTkKqtLWITIevPfs7arkOr0/vmfvQj2VOvoTVXIVatQLAqUzMTpoEv9IBy7ROkmEfz6dIMmrKYe/s92dGwuppiGvjM/OsP8LF51WzlU3PKX7klT3Mp0NwY/efE8kn9CimzkBqKKianYnGXuZ+npaKWJ82//wBNZQvf/lbh4lUor2puRo+eIWW1o0OR0UwCUsvtSUAUkQgv2X77X8n7d9FERvHVc4nXlR/4FMauIRv94ppes5DhBWZmaHVJw4NLcOKrXheAs0Q8rL+g1dNSEL5dxclON6Fqgi6d9KkZ+oNrpfMjckgmBwurVTUMaTSuvvZj2VySEawozCd/xKYXIV5F+RT7iz8Vz11RzTZdZ5vsXL9xmyZuEjOTZRYSWEyFY5fzx98ocz8lNEBGFs13rlHXhqUrXfnzr/PNx6mFMfWICx0Mw6uCLs2JIcvlCwUVctTMKPv3v11bxOMLLA+J/acL7RdU0rTBRrCGIMW3XpculWbHg4Fq/S//gbg7DQkKhMAaS+b/mx8qDfVP1oXl+i3qlGpRNUGrJJt576+y3/5zvaq2PvrY8jc/Ix5OlL5AEaW/CXienHegIYvc40iutJnKTN4V/Z2bCxrJZ8iREfpnfyq3kH0Nor0ZOl7mbkqgEkcN3GE/+C3wMPnv/Ejyd64WFAEsg8KPp0yDRREPLa1qurxjCRyeiz/7CcJz9MxDrrEP2lDQkEpZig29a5eTXo9Yk/8O5kpVjMbiyqm6Qvd5qb7l6co16/1exRgI1nBcf+mC1ihC/2nXPtXrCbm1DZifTMGLovKrR7BPMkgo/XgzoOo3xK12rkFAhaX1Xc13gKJAAJS7k1XMg5+Y7lzTNEJ49yLXfXbtgtRwDDgcELq8tg4MAMwVyz+iwtrFulbNQcBZuRQEU6haZ+eOXAAks+l28JpMEalIh6eQeB4SSiXRaFrq6QI0s3G4UkPUQBE1DU0nYPHJtLswojS06u2/x19iWO6NbyPJDCU+hJN8KSDByS2rB71BmX31Pc51qsyi6TcKsetImTvRr0B29h77+Wd4KCj1dma+8ZeSs2Htfq1huOpw6SHp474DTkRHw7BY7nWo3/0Ef3fhhz8gR4eQYlGp8xX7L/MNR7c5ezQiFqnAJFLk9dtjqZAkJfs7NOJgzPdVfUHr1RIeWES4J+0PBBEaelTWvrak/9jF7vPY6zE4U6RuDpVaiSarhm9xcmW7Tz7jg87sZbm3h37/0e/+5uu/p4ZHVbuNu3qV6zj71dcoChjT07sTLCjogt6WLerXQDn39NIkjt6GzPf+ku5o04MN2dsotPcp7GZB2rMgkkAEZ2Hlce+TXq8LLb0asa9Tqe+aqgta05v2+Owikl3tkUARYKKLjb3KE0GXJEGacpe/q//SJUHr9bezAVBb9GrpMipNZqWUG4xCpdY9tdWdejNQPmeavEVfvw2pIn/mbOH8W1/7GkZKF+fXxwUxLiUrgkqU1XMHcJr3HdFfu9gWFgV8eR6WpNXSIKrVUvSf0ndYTnn2jSoLGlYVrJBCR2Olritd3VZKudSi0c83n/V7qIqXVKXXW/mWs7LZs/luS2liC4N4aKH8EnLt/fne13e9ORaPWH/xt+hyrPi9t7jX3pCs9c9+C/S7eWPH1244pXHEGcnfWqagywEu8vj4NCSWamjgZtQej0LbamQ0fkuqLGi9AmPmBxChuNbOAwwjdXa9GK6RqQCRiwCnSbp6QrMwW55cJJ8mR4bpD78ov4Tyd2lot4KmgpPWLz/AHgYhvdGr8cz8EBme+1o5xSIRWvhaGrTeosjE9M/LKXM5oEKOiAaQmSy8mgMI7Da5xX9Q1AxVXdCIwJErU6VZLlfRKEZu1mus52tocnmcCM0Ci0U4dw5QW9/79GADyWXRpWgFSpjeZUonkQma7n/Jfvw5nBEhGsUfTKMLkefWgVUV1iPmAv/shwiXgxVpl8UtGyyfJEMzMPe4YQpYk+p6fD9EVqPqGskz2Yhqhxx6uBZcejproEqbeP9xDXu2/aGVBtiGh/FIQPHXc0cuaNsY91bMzmL3GfWdCvT8iz1Hd7GVrkhmcoC5+QWykhAvnNJjpA1HiQFgkgU0mYWk1cFCTdPbx0+v8P0HzaeJ6PLTRZW1ya7GtfdEZB5PRhTKwnfXQHN7A6otaF7AFlagtaEEHFVtdq7p5NdWAIAKTJL3H0GCIpzrfe7bjRDrOsR3O6B3K1/gbaEBIrnCfHmNmJ6Qu1sz/8s/L/j71Q3SM2BZbPw//0fq1iM4tRp46CFHNgWL4u6ODGuqHq6U+kAB0EgKUOad9pYgPIemnwzKYHoT3CPWd0Gl4DBvGrzGDt2QPE2GoDcEyQr47UVILVVOaqNVOV7/3Ap6VWf9+Kfk8qx4tFc4fbkaZdwxekvX8fF/ou89VJ0u7rtXcx2XN1UVDFw2jSZh6ElOSyazW0FregRsfvQ5M3obLuSF3jOZcz9QTI4d7QJJp/ClpbX3wEvJTR7RVq9fHpbhj9iPrsGaLF/p2VXZ9okqC1ojEdDIIMEiJINSywP9WuMDTwTs135GXRtSWn3ca1e4pi3yxWoBPB2x3voV/fEdWCoKfRcL/W9vMcBWyl2hIezJOkBD52NwdjeNQj0it958n/3oU3xyQX+P35rTRDh/9i3J1bz9nSDxIjL9JKnfZtKsJkQW6Mi06cM/oGKSu/ha9ky1bnzbotqCZimluwmPz+lRI5Iq4tMBOjIpuNpQmSeD08zAl6Y//AkmtcKVNwqnXlFpa3VLuzmrOW5zpoHr5g8/1Nt/oMUiNzZKbv/WW6Ko9rQbQY+hYxwZWhSzEclat7MSAEB/dpt4OImkuVJ5Enlm6DbffmJHgtYLUEouWAWOF+kHD2AZkCMTxMSU2H+i2H9Jtu2wVPtLlQWtWuzFC6+ZFjLYUhzO8MSjOesHvyR8PaV0goVH1NQIJKmFt97MX3hL8tbo02ywKmPFNJqJ49Eg82iAvXkDe1jq/4YFFU2lidgiYMyAoFXS9Gx6mv4HolIRETk0l0aXo2tpQI/hVXr8gdrgRDpOqmaHwti2m0Sh6SFcHha/alDqAfFOR5eA06K012OPVkqbxwrUnQfkzCSynJLOHucufkNor0Si1l5SZUErNk/m1R9iK0sUPIQGk2g8bvl/fmJBYY3E9DaN2lTH/9mryW/9z4p5u8O2+w9azJnGbtCP7pGPHmHTITj2JBReTDM37yAUUHwtQms37+tWmKfDnxCRCVGBaSK4iAcXyBuPnuscJAcHUCFFnp7jj/cXOi5unPP5dRBY6u/E0jFsPgqpGrAyUudR1bqzGFpu9fNXL7MrHyBFAZJVOCtAMKr0+LM//ieFIxc2T3KsBaodcqC4bPUm/vH/Zun4gL1zDR+ZRZYKmg1XepvFM2e4U1fznZcAXtsdn5Gg/W/+LTqTgYvS4+c7noCPLWBTKxpFQv/7vxAdTdAzgqbmhiy/fp+8MarHCbD8fDYSEhWI+CQym4AgcfOcz2cp5d1f/Q6iKjR8C07y4rf7s698V3LvJN6AIKHxaOodClGy1Kf30EBG9Xv5dy7lXnlP8HVv1FFTU1Q9l6M0mi1b3Nnz3ysceQXOF/U7tYYjmokCZotqtoGaz4mRGtrC/+u/gXl1LTftRTQYUVoa9eDh2Q8LR18V3D3ID7lN9qwRuOq1qaxtu0WBEb7+qPQdD3r5R3ojG7gssrMebC/D7quDIqjkbkp8718hV7KwoGg0oTptis1dyuU4COOF1Rc0tFZP2336q9oF2Q2AMfFHdtwvq1g9+qvihVEps1pnhsprtmk4Jda1l7mTalETgjYwqBSGoA0OFYagDQ4VhqANDhWGoA0OFYagDQ4VhqANDhWGoA0OFYagDQ4VhqANDhWGoA0OFYagDQ4V/z+Wc+wKQ3L01QAAAABJRU5ErkJggg==)
Мақсат қою
1-тапсырмада бізге қандай амалдарды орындауға тура келді? Бұрын осындай тапсырмалар кездесті ме?
Сабақта жаңа түрдегі тапсырмаларды орындау үшін мақсат қоямыз.
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