XIII сабақ Геометриялық басқатырғылар (бірден сызып шық)
Ойлан тап.
Қоян, мысық, балыққа не салынбай қалған
Логикалық есеп.
Үш майшам жанып тұрды. Екеуін сөндірсе нешеуі қалады?
Геометриялық басқатырғылар
а) Лабиринт қалай сызылады. ә) Жұлдызша мен шеңбер.
![](data:image/png;base64,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)
б) Шаршы мен шеңбер. в) Үшбұрыш пен төртбұрыш.
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) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAA2CAYAAACx1wu7AAAACXBIWXMAAA7BAAAOwwGKpwlvAAAA70lEQVR4nOWWCQ6DIBQFIeH+V67FFGOsKMv7K3MA8jIThRRC+HyJAUiMEX5mQh9IRUIf+LMJtwofSgV0aLGZQVtd0yglsKHn7AVk/rWM3tlEQ24UlX+d9C3ZEVbXMcrF1NCer302v3+jI//OGav+jXIzNHTmyhzN79co4gEyYtWvUSm6hiLfnb35/RnleMU/IWq0J7+v9JTZW636MqqB16EcX3tLfh9GOf+db1Z9GNVEdajElfmU37ZRyQdIzaptoxr5Gyr97szc5bdpVIPNGmqNXvOrHXrlGKox+9mqPaPa2YdqzF4o+e0Y1WyzkPdtxvbohQO5SMUAAAAASUVORK5CYII=) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAA2CAYAAACFrsqnAAAACXBIWXMAAA7GAAAOwwGXojnXAAAA/0lEQVR4nO3TSw6DMAwA0VTi/ldOGVGkCPEJwS6J7VkgljbPTCmlnAw08ch5/F2meYnPXB55mXn+RcRC62kNq4IG89sSoRFVVg3e7YnQSCqlBtkUoRFUthpkV4R6VtnTINsiI3a4SI/ndXRWZF+EelI50yAfItSDypUG+RGhN1VqNMiXCL2hUqtB/kTonyp3NMinCKHx+1oa8zTXIgK36hZ3z4r8nhZp/vQtGuRbhDRUWjUoREhS5YkGhciahMpTDQqRsicqEhoUIttaVKQ0KER6S3SRO+cleVYUIkfVqEhrUIicdaaioUEhctWeipYGhUhNpYqmBoVIbYWKmgZ9AU7v+KVQTpSXAAAAAElFTkSuQmCC) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAA2CAYAAACFrsqnAAAACXBIWXMAAA7GAAAOwwGXojnXAAAA8klEQVR4nO3VAQ6EIAxEUUi8/5V3l8RJzAZRoKOl7b9AbV7VLaX0+ZUTsZwzfcbGHvBUG3vArkFXoS/yVNRFoFFiq4TIVUcNxFQJkVY1DcRSCZGzWhqIoRIite5oIGmVENGW2CI9Z4UkzytEjo1oICmVEEEzGkhCJURKEhpoViVEJDXQjIpvEYYGGlXxK8LUmEmlyMh5qVxkpK5FnjyrXhV/Im+85D0qvkTe/OTeVfEjouEHeEfFh4gGDXSlYl9EkwZqqdgXWa3qIhrPCp2dl10RzRqopmJTZAUN9K9iT2QlDXRUsSWyogaCih2RlTVQef4vHY8UhAOCbWgAAAAASUVORK5CYII=) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAA2CAYAAACFrsqnAAAACXBIWXMAAA7GAAAOwwGXojnXAAAA/0lEQVR4nO3TSw6DMAwA0VTi/ldOGVGkCPEJwS6J7VkgljbPTCmlnAw08ch5/F2meYnPXB55mXn+RcRC62kNq4IG89sSoRFVVg3e7YnQSCqlBtkUoRFUthpkV4R6VtnTINsiI3a4SI/ndXRWZF+EelI50yAfItSDypUG+RGhN1VqNMiXCL2hUqtB/kTonyp3NMinCKHx+1oa8zTXIgK36hZ3z4r8nhZp/vQtGuRbhDRUWjUoREhS5YkGhciahMpTDQqRsicqEhoUIttaVKQ0KER6S3SRO+cleVYUIkfVqEhrUIicdaaioUEhctWeipYGhUhNpYqmBoVIbYWKmgZ9AU7v+KVQTpSXAAAAAElFTkSuQmCC)
г) Хат қоржыны. ғ) Тәтті конфет.
![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAA4CAYAAACc//oCAAAACXBIWXMAAA6WAAAO3AFWdj++AAABIUlEQVR4nMXZwRKDIAwE0DLj//8ybRzp2CoSyO7GQ/W2DzQV4lZrfWUeW2Z4KaWmASzcZj8F0MLtkAIs2M7n504GOI/6fEgAvXAJ4CmcDhiFUwGecBrAGw4H3JWZDDAzajhgNRwCiISHAdHwEAARvgxAhU8DVsoMBkCOehrACncBmOFDADv8EaAI7wJU4RcAo8zcAOWoL4Cs8B2QGb4DPuEldQbsJxPxfQizED9l2BDHtR7QEHZO/SdskNR3gQoxfB2zEa4FCRPhXpKxEFOLUkaZTi/L0WW6vDFB3ZLQ1gyBCG9OowjI9jyCgDUoVhHQFs1KmcKbVLNlSmvTeW8JtVHpQdBbtSOEpFn9hJC163sI6QeLuzKVf7L5L9O0j1ZtNt6CfyqG2zwXsgAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAAoCAYAAACCV8YCAAAACXBIWXMAAA6xAAAOugF/eMYRAAAA90lEQVR4nO3YywrDIBBGYQXf/5VTujhU0qbxGnX8z0Jklh/iYoJz7nDv4zi8U1UFEL33Qq0scBFqfeE8EGp5X5gk1PwuMUmo6d1iklDvS8YkoV6XjUlC/a4Yk4T6qRqThNoQk3ZGbY5JO6J2w6QzajyzVndMigGtvtbHMOOsfgFDMMka6lBMsoI6BSatjjoVJq2KOiUmrYY6NSatgroEJs2OuhQmzYq6JCbNhro0Js2CagKTRqOawqRRmyqTmPT0pso0ZtwTX8A2mNQTdTtM6oG6LSa1RN0ek1qgCvNUDaowLypBFeZNOajCTCwFVZiZ/UMVZmG/UF80JRVf3Kd9NwAAAABJRU5ErkJggg==)
Біліп жүр.
а) Түйеқұс балапан басқанда 60 күн қорек алмайды екен.
ә) торғайдың жүрегі 1 минутта 260 рет соғады екен.
б) Қарлығаш сағатына 178-180 километр жылдамдықпен ұшады екен.
в) Неше беттік дәптерлер болады. (12, 18, 24, 32, 36, 48, 96)
Сөзжұмбақ «Білгіш»
Бөлудің компаненттері
Аласаға қарсы ұғым
Бес көбейту он
Бөлудің компаненттері
Геометриялық фигура
Геометриялық фигура
XIV сабақ Ойнайық та ойлайық
Осыған қарай отырып көбейту мен бөлуге шығыршық құрап көріңдер
Компьютер ойнап көрейік.
Ойнайық та ойлайық.
а) Үшбұрыш нешеу? ә) Тіктөртбұрыш қанша?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFYAAABaCAYAAAAilKGMAAAACXBIWXMAAA68AAAOzwGRrlh8AAAi8UlEQVR4nNV9aXBUV5bmeS9fakmtCElo3xASYjFCCMwOBmOMbbAZj6O8VLuKasfMdPev6YmYmIj6VzERMz8mZmKmZ/50Oboroqu6yzXutttl7HK5sTEGzGLA2KxCbEYIhPZ9ycz35pxz731L5ktlpiSqe44tMvXy5X33nnvuOd9Z7pVhWuMWxFEANAjGXbUgCpZlgaZpQP+Ja/LreB2sKJhmFHT8HHT8vibuUfcmJp8u8HcMn/uiCdrQE7ThfbaFfQTN9G0htp+WZfKYfe/V/O7FH9PiRxqxD54PRU1q2AQtEEizVb+7F65f8yHNZ8L8xEBMiw6RaBj0gJ6IsXMf1N07d6C+oZ5bIOnm1rQY6XZ1JfEz/3kY6+mja2XG3hVPOl/PCGbyb0biJeR3VYtbAm6amZmBv/3Vr+CnP/0paZM0SE/4zIUm0X//ifaneP74imKMellQiTWjUTh//jxMTk1CyMjEh+kpNhWvC/9lUDr9EhKryPCK9eyNOIZKLHP1OxsrfN9x/Rq89dZb8M2FC7B52y7RHt4XRYMmBEUuLc1p0fuajBLdp4yaJt+rB/itRjf5qB9LXZPtzHG+PWZX87yL7ZQl/0fbRwZK3k1Liyyijr8+fPgA2tpaYXRklKWVfiwrwkgB5RmVuoHX/HREqoxNRrETlahdMbYYuy6u2Rfnt4pi8czsxMbIgkg4DNeuXYdVK1ciAtDl5FowNDAIi4uL4dNPfg9NK1rtrxDzp6ZnIGigcs9UE7aQy3++7SSCcdRuWsbCprQYGzUjLJ03blyH3338IaxcsRyl0WLpjaJ+DRgGGMEgZGVlOdZUE1L+ySe/g2Jk+pYtW1mSdZJcTa2MhZDYZMs+GSXC0nOjtBirCeUKg/39UFtdDRPjYxAK5YCl6/h+HCorK3HFW1BSUmI7EnR/GCX84cOH0N/fB62tT0B2Vg4+WYMAMZd0mrYQjE0VFiWi1NFRKmTEdyBRY3SPCdPTk3CzswPWtLaiOrgMbe0b+FPSr/0D/ax/r3dch61PPQMZGZnM3M7OTqisqIDKqgr48stjsGvXHggEMufVcS8lUiupMlYt+dg25j7hhvg6YbCo9DJcQEFTjYsfywzDO795B57avQfy8nLgnb/9Jazf0I5CakHX/XtQsmQJ9s+AuqXNzPzm5ibWsdevXIKtW7dCYUEhHD3yBTz7zD5keEQOZm467PHQfFeOg8cNYibpTSbbJLpnTjHWhCguaVrWtbU1rFP7+nohGolAFLl3+fJleOWVH/DSzszKhr7eHmhetpTbWtbYyPpV14OwvHk5jI6OQkFhYfyj/r8mL5IyLEstI8350IUzBdMFc0+fOQu1NTUsoTrq1ba2ddDd3Q1FxUtgaGgYSopL+ftFi4pQYq+w0epHfXyj8yasWtPKTF+1ejWcO3cOdu3etYCDEhOf2p1KUAR5IebCzbIhHVV8McDDXBAMNSlqY0Y5KnT61Cn4t3/yp2jRdbwehaWNy+DC+W9g09btqBoKhbXXA7BmzRp49+9+AQf274dTp76CJpTSKDYXwBVRUloKR478flbXeG6UaBnHPkcJSuy30g0czU4Gu50eyKO8F6VXRShwfGIM6utrIZQTYmaTt1VZWQHHv/wS1YIJOYgONF23HYDyJRVo7KMs2S0rVuAjhJ3MCGZAXX09RCJRCMZHJudIXil0KBEEE9JtueMtvFIXVGIt2QHlEqonagIJIWMC+PrhB/8IL7zwPP5OQq6zOsjJK0BnIQKfffp7eOKJVcisMBiGCnBMw/2ue5CTnQUB1ukWQ7BghgGTExPw9ddnYePGbUCqiAMYNuydLeI1f+KwMSIXnfwaFAheORzTSDQ56fTBN1YQa52FSiAdGw1PgY6vubjcLbpmKn2mw4oVLfDpR4fh4MH9OAFRmAmP82SsemI1/O+/+J/w5//xP+EjIvQtCHMsXIOdO3fA//mL/wUb1m+mQIPAx77kN6h0HAGfQDevQBOGUfd/9k+fwu69+yCvYBHCPy9jZu+Dnz72TkwKDoKFFr4XCgsLcFLR84pYHNAmhyCAvSktLoJJdBTu3roFA0NDEEDsSst/aGgM0YIORz8/BlnZIRgdG4VHfQPw0sF/BV13b8GFC9/C1NQUZIVyPWGTx00aTSSukvfeew+qKsrhP//sZ/Cz//JfIZStbMzCUAqM1XCJR6C/rw/e/c1v4O7d72F8bAzKUb+Wl5fDNDJ159NPI5OmEVKVQjAzi13a1ataYQc6CTl5udxdk4M1IhJWU1UOtxApcISMPbQFG09SotVGz2xECLhl6xYYHhtnY0ydUNG65Kmk5JSUsWS4itFFfeOHP0T7E+JrZKxY7MlYMSSLSkRgyE7pDK1CIXGfhTqU9DXlgwgHWzhRRUVFIqagKWP5hyHqJ43pzOnTsG37Nui4cRM9xAzHBV8gSsJYgVdPYyc2rGuFUH4+8HwaIIIu1En8T6PEITFT14QxcsVDLTuybrJUGKg+uh/0QnPLcjVS+EMylp41OTmFDkoB3L93Dxrq6xIy1HL9G4t4k9EsjOUFzJnXwoICxqEKkrBMGsKI6GyWoo4BUgEVS7l3QoLpsoYSG4lGcKJOwbPPPWfru4URlESxgtg8G2JzXDHkDZK32LauXWBsX8/aYsERpNuvqSSS/BnrRPzYgtIbI2gIpvpwQbMDGJb3y2BJhkvciNwlI0btUFSMnAnF/PnzNsUACt7WjTCQVyI6L7ueeU72w590j1fqlwDwp6Q6NoAPpdklCx7K9bPf4oECbLulz+QfNgiWxKmIKsZGh2H58hahjznDIB0Ru7W5sjge9Av1472LnnfmzGnYt28vTE9PMbKJNaCW540PQxPUJbgpKWNpyBQ0yczyD/NZMmVj/2bnjMK2tCrmkpE7efIEvPzyq/grupABmojUcqXJehn/3h/w0+KeRATz3cXvoGAR4VeyE+QkxGcQyAmKRkwWgECA7IiyH5adGvNyxPktOdzCxkOhEFy5egU2ba7y+TzKmQVaWt7ghin0rayO4dTN4AC6xQ3S01H3pxY8SU4xOj5B29O48jIRa8/MTMHatrUx34/VxyZCzWk4fPgwCsMrbDcs29aqnJ/u+YYig5eiZrku67J5AZUo3TI8MoLLZgZEuY1Q3ewvIdO47MicplShS2fK1rghA69jF5H5p06d4YiYM/PqPpfl9STz5kNe78gSlT8wNjwMJSWL+LOAkSmMrKZukGrNtESMGlfZua9Pw8Yn2+H9f3gXXjz4MqeURHeVWoxHDWLU9syakmm6nDtT2HuEVUWLF0M/SpsJM3gtiE0YMpyITI2G4fMjn8LmLdtRsvNQEFXwWhMdJRWASIBc2alJxMSl5UK3alFux9HLfrrbj/wk3NGB3m9FxBVLTjK+RslWGBYMjIzjJYOjerriOhDTAoi1p3lsXV138Z4glJXXQn7BHTbkpBqCGVk+RjyWse48uiaylZo9ExbrQEptd16/Bmta5dJBZmmWxaHD4aEB9MbuwVO7suQcui0o8PepnQcPu2FwcJCNoWfC7U4thITGku58JPtLqaHw9AiU1zSixJIASJVlG6co9/nSpUsQRIkWgSITduzcDh9++AE899w+vCcTkqEDZiwJ/tmzp9FaN0NubgF/SZPLlx8VmYHe3kfOAialjpIK2gwHMkpLS3gGdc8smi6Lb3Ln9u/fz+2qyVxobyee1HOiPBYOf46PIh9NaGxuFhlm3RQLK8pAm/v0zYXznMavqa7DMVEVFq2SCDy5cT0c+eyfYN+zLyV9ssH6BBsM4Cxd/OYcKvUw6sH1kFdQSCCWZy8LEUFeTsiVTKXZD8OpE8fwYRtgbHxCMNGFc1XmQUTCCFmMQHXNClECqul/IGdLOjkqtRSdgm5cOStWrICKyirGK3RHgMcjBIgYn5efA1VV1SwEui7iGYQQBgeGYFFhEaSyugzxeA3Wrm2Dvr6HMD4xAdevX4Ubnbdgz9O7oXhxERe7gWuhEwUQBfQ8fACbNm2EX//mXWhqXukzLqG7RhG76gux2tMm56FkZCPIOIrKLV5cAsKWWPJTU7riAF99dQL27HmGV5UQuggHoc6dP88hx9bWNsfOzUKGCPiTFBmQk5vP7ua+515AtbAcPvn4d1BbVwstLS0wODRi+86kxCO4dIqXVMP1zjuQnZMjPwuACMDovPyJrzouodOnTkBbu3AdDTZuSp+7LWs6GYAUyTKl70eBlwBCrRm0VQasfXI99y/AQQ9iK8nXNHx97gxs27YThSaDx0KZkrGJcfjFX/8CDh06hPzJZWa7KxYTMlYMUOMOZGeHYOu27TA6PIpWsAj+9Ss/4EYmJyfh/v0eeR/FCQLIIA227diFhus29Pb18/dJhwWU083LPcrLLYju8KKiIhAOospWKHrcQRiChQIKTkxMcuooO5TP/dBYPYjIXEdHB6xc+QTzgFRAFJHMwMAghCNhePNHP4LcvDxuzdKUMCRjLEioYYoO5OctgiuXrkCtng05JIkasSPAHaElEQwGRTm4JeIIlRVV8Mc/eYs7rivQr9FnYYQxUbiBaIImhgak6emViqXnPCS+lwSMdOSD7ge4ElcCbQPgaybq1IkhNFbncGW2QA4xXLNYQC5fvogqbBza1m2AzMxMHis5QcIRSk6GHTNRbpsVhIbGZXD4tx/A/hdfRC8lA4xgAK3kIoQfhrxXGCl6iOVO6WhqgBK/omTeuXMbJXunAOI4eanXZ8wmxSkGXGxUIJYveY+NDcskc6JcCdnT040MHIJqNFZ0+wQKwa9//Ut47bVXIQPxqiErtNMlT9mLcs/IhV3duhJudFyB1atXoT6dhqmpMYn5k1kgYYFJYqfxO7TUcnPyGIhrMW5vckonuTf7vVSjO4mqoG0dYfEo61gKunfeuAF7n92HEj0Dw4OjcOm7S/DigYPI1BBPgHu86QSIXGvTBeyxseamJtaf0+hTj+GMgjnj24DjEHgNEMGtzhudsGhRkVPZbXs47kFb9l4FL5meAI2zS8fbY7Cv+rVhyXZESmgMl3ZWdhYyETEt6tATJ47D9h1PMVb96tRX8LDnERw48BKrLUIJFIHzNuuKQyQp5DM0t3fCr7hsrCAbn/r6FhgbGYCe+w9hBBV54vyUW5mLQWagETv2xZfwg1dfZ/3rxB9SrddSW4FU3YO3fW+nY9/LOyXyIC+RwpW19fVcDoWAFYXmDmzdspU9wftd96G0pBye3LCZ28nIkAUPVqI0Z6KJdMiWWHfwjtEdQRF0HEJozI58fhwWLS4DX8GyH+SlCcTDpAaKS4oZtnDlty13McE2n9lilGGJynHd9XF68VqVk0PDhcLRuLSJawnCMxPsfZGxffvtv2ZV0LCskbErIQLLhnmmiNLFUXIk42umTQmdAzw4DZ574SX46PBvwQIL/KOnFs+uAs50T+fNTvReRJiRLHJASw6qfZvl2KdXQkQlQgq6mg0ocN+OffEF7HlmD5gIn8aGBtjxGR8ZhVdfewMKChexJCudykUdlqgCCujCe2T7ICU4ago+kLRHUHgMQwSdNJcE+OMfS9RqWTijg/19ONv34eqlq7HheWf0cpjC9ROw5Cbq151PPSXiTv4JpaSUChBPTBZbfVEsHYXq6iWo73Pg008+Zk9yy+YtUFiyBOFjNm334ftI79Lmt2l062kcVC8xMTaCrv43nMkdQ6+NxrhqdSsULS6GxYjN796+jVCtjr8XcKV4nMJjyyUD2JHBvgc4u1E4+eVJeAoVfHamS++4RE8YHlWqI7yyifEJhFl3UNJfSCBX/jHMeZGPOtQ0dFDC01wsHQoF4OiRT6C6phZKSis4KHrn5k24hgJDtb4GMm58chxuUmXkE6uhGT1PKp8iCa+pruLxUR0FQc68ohIBNXGsGej8RMIzkBXMAveqcsVjkbHYCDGGthUdPfoZHPrJIXjxpQM4kxb614tQ5YYRjsrYJ2FZW4JVUMVi63v92jVWH7qRJb1xd8ZWcYF+/KqoFZF+zPD8LiiRIyCgnB38YdWETgr6+lcuXoDDf/8+lJaWwxJ0w69d74Ta2gZoqGvC16V4D8JDHJeRkQl77ElxVEKlJmIjwouzuJ6Ch44SegPhWlHRYpHWs50HzYVj8c7/8d//G7uqT+/ZC5u3bIEryKChwSF41NXNO2WGB3qhEGfbEVoZxNCE/iHPjEo1u+93wd59+xkNiA3NumvwirGKSf7M5cyvL6RR5i9WPF0ts36MwMzUFHz0wXvwFerXUHYuvPnWv4HTZ7/mstLGZU1svMbGR9CzMjhTohqypLGldnQ0DmbUlBMlXjkVQIxHISwrW4JOxRiEcnPAve/WUJJEgPn1N/6IrWAoR6SmZ1CC9aUByNxowK2OTrh9+w60EWMTyYysmx0fG0eFbqjdSy5y56PcweWFIKnro1GuBRgdHoYTRz6FoUcD6Krmwms/PgQllRWwu+gZ4XrrwggFUQU8ePgAxhGrk8PQde8ebNu+Hbq6urj8dGx4FCZxgnjpS2y+omk5x0QC6N6TI0S4OFYIDEtCB5KQsvJKB15IRcz2D3Vt6ZIy9p9JVZBR84U9eOnC1+fgRXSFhc71SpYKfIuMqFop9D4wr4A3wTqVIaA1eebMKb62acs2uHH5W2jfsB4Wly5hhJORHYKg7uy1oLLTmtpq7GUV97R1bSsLxMrCAn7Nys5m40ulpwP9A8jYDvjq6DH8Tg1H9QKIeem9e6cmM9aUWI9qVEXRsEzMqOyjKXJhwWAGByNIhyY6MYCYfhuN1tq2NuFM6LETYLl+VI5tbpEt90BEqWmY9/CeOX0SNm16kpe2OROFljWtuAKz4CK6qkUllQ7m51eBAcV/jhOiOQ8BI6hzvCAb3fLFiCKWLW+R6sAOssgXL/JxNilrigUB2WFNskA8nGaarKKl3FIlcNKz4SzByDA0NDSIawm20se7tElZ6Hmv3F9LSig9Zhxh0Yljx6ClZTns2rWLhYTUETH38D8ehldffQ0GB4cZTjm6VAbu7U188YVDBLlE4Z96thQLNilOmsrOirgZqysD5JEe0x46V+fhm1BeHtw6dQdqGhpl9BZsBnNIDa3vyeNHeauSZgRtSfAyNuCSCaljtdmQgT1E0Q4OYmYmAkZA46AKhf2OH/8Sqqpr4Jl9e9moUG6LsgShUDa6sWPQ2LCU9enylma5BYrGmQFOMZ5IzgDE9zcQU3oUG6+YrddGjHPpelX5Akt6FBZc/PYi7Ny1x6MPxSwKa9m2bh1kZWVzNiIxuWHXbA6AozYsGz5FmTmUiaC9vFQKumnTdqGidFHnQLq1t7cXKtHru3L5CjK9ilPyAd4gLeGS65laTB88NiGBmkplraUUeVbQQ/PpiChsoNLICbj07WVYUl7HAXM/wJ4OiaKJqAxIR8U+BVyaFDt9//3fwvbtO1E1VYl1yQ+Lct3u5UuXYM2aJ/gKIZOyCqFXu7rvQ2l5edySdcYxvyxG7PeTMtYtnfW0rDxLSHwewYGP4rJbuqxZDlTm6+dDGusYVjO0vCnY/vFHH0FefiG89trr6PFksRRyEQZ+TlBpYnxU7NBBov2+1xEatbavZ8VVWlYh4FVgAb29WSitXMnU5ER8LYAlUhk3Ozth46ZtnH7h6FAKFXmzEqkYqjyJ0hb+K2igRjjBWVu33A7OCOhmsjTTft2a6krIQLVAmrLr/n28t56zIuw9VVbLzMEfjLF+DPCLN1qI4/o5sGGhwQmAyLbSICbGKBdfIK2jJZct+GRQlM6MgvLa1M5IVTJP0sd5p+gMdHZchb6+figsXAQbNmxhYG9ZoniH3FDabkqSPYUwi7Y5kWPDBXioMnp6emDrjqdZvxJqoa1R1dVV9licUfmHzudGyaJbCb5TkJdvA39LEzCLpOH7O3ehsamJrS/oVoIYJgDYGU73xDmvBG8o9z8w0Aeff/Z7RACTcPCll3nXo4jmi4njPWMgqsNpbxl5SUuXNrLxonaoNPPRo0dc3My1ZCj536Hhra4s59WkzVJoHD/s1Jht772QlJYq2PW02P9qieiE84PdzczMSqEFmdKwnMCPXTvF/DaRId3o4V3iNHw5GxuNsSTICaW6W9VWODzFcGvr1u0C3lEmGJnf29uDgD4XlARRf5eg50XbqAKBhXSjY8kRqLQY+/77H8Cbh34CmdlBgV3x2vDQkAjK6LMfHRXbAZI0MUh0SBCPdnbeZMmrQCu+Z89euUVIWnylUykKFY2AYGoUzp49C83NLTip2bKEVID4zs5bsItiwS5UR5uoTbkj8XFo2djNz2kxNieUxTqMd39T8BoHSfCmmUrfNVVGGYuMY11aFdYTy940dZiYGEUD1YHM2IV6Mk/oUlApGUvuvHHpRZTK6akw612DK61lrEEW+PU87IH1fECFI7Ez4Wn293Nz061tSJXmwdjx8UlbDVAQnJZuB0KaTVu2CL0bV8QsTZRHnQq9TIB+anIKzp27CO0IiZ5//gV2LCwqHNF0mXuyHCNonzqnw9WrVxnDZtPZXpaoruFQn/TO2BMNGHbyk56VjY7LODM2Py1m+dVEe81drOAISoux9Y3NuHwzhLuGPwP9Q7B1+3YIBN0B6aj9CE0GwKP8g79R7siMsvT86pd/A42NTahLd3H03lYjAdVFWvJSUi3hHND7vt4HcPPGZWhB6CU2FAZ4FVH8lSJl39+9zbshTU1JvMkxhZWrVuDvIsPh3kAfd/ileyToxY2MDEEBIh5d6Xn5rViFYp9Okj5jNdRrEScqhNSLlresoiLuIYJUyb0IOqvBUMpmcmoMXnv9dbTaudj5JB6PlFY6hY7aunb1OmdVnbGZLN0R9Lp0ZDAF5Hfv3h3Hpkc9j9hLXFy8JPUR48zl5eaD8zA3Y2NJeH/q87QkdmBggAMc5JuThJHxeOPNH8U9iDWpJSPwjMBMuHvnJly90gElZeXQtq6VgT/xVFRVz05iiykapY4OWL9+A5f+iNQ4gCgWFj0g7+vEiRNQt7TJ833qK9X4Tk1NxLm0s7myFCLVAopFqaCJOaICqhgMU/oFDdfd77+HqupqEItJBsUtR5nS3gQa8Qg6D9euXILcnBDsfmYPZGaFONCtlrGWQpCb2qUJHRkdgazsHGYO4wVl3OTJdd99+y33KUDZAfdkY7coU0DL2h1LTRxkcYVSfTcMJpqMuTgISNkoqbT8l5SVwe1bt9DotPumqDkQZ4X5sAcC6XUNSzkSxbtU7D47piBZyTyd2XUZmbZn7x4Ri7DjFeqQIGHbvr/XBe1UmxV7PCm+peqWwqKi9GsbEi57P1KrT0vjYF5si04n6u5+AE3NzXDz5k3YvnMHf2DyfgQQGFOz+OCy40ePwsZNm6EEgbmBxs2S8U6BSiyHN3ZHLectqKhZlKUqMysLdu5+mtWLqHD0em+a3ONA9QI1dXIfmQWu52lcKN3fPwB1dY72TzxU5/OEXmSc+nNNNCQ45tQ/n2VBbijEG3xvorSWlZVJSRPBZT65worAsS8+R1w6DnufPyCKeF2bPtyoy7ucZNG6uyCEq8bDcOb0GVi/cQMEjQx7V5GzfUn2k6JrIwNQWVWJ94hovi5KcmxXMwc9sUJ1JFUa5GVysjiyk7RKSxWEZ6Y5CPPdxQtomZ9l5tCGiEhYVM5Q/f4Ta1qhuJgKGjJFiMb0bq2mGAOfXwCWvVVJddVyZzrx7Tfnz0HRogJOqTv3+hgR/Kyz4wZa8BDHL+J1IO2uzIIHD2bScrviqiA1541/M3OMFZSVl8Hpkyfh+zu3uKOmjIO+++7/hc2bN8POnTs5Rmpa8uHSzzelUyHQQpSNF0f85QE/nPk1LS7TsQeD0hpExNDUvEyoBFPG0mTO31O3ite+RoTywzffFFuoLJXPouGpRCnApUvfwfLlK1LOuqeSTXDf7aa0GFuAwPv0yePwR4cOsSR+feY0p0Gef/45Du2pCJSudjcqL00ezkPMIOciiowww3R6ZwYzSlep66hpw6bhgX5YvXo1P4cKQQw0PjRpFCqcknl+SgzSveQUUD3BtSuXYXh0FDZu3ITQ7hoMjY7xd4uKCngfxMqVIsM6m1PgYWga0h17SHoCxvrHKLOzs6F/YBAygkH49JNPoH1DO7Svb+clzJskwEmfh1FFiDwTnd09zYk9kkDayUjbnmjfF3UmN6eAnQZiABnEhvp6+B6hHBnEqupK6H7wkEtBp8MznMf69uK30IReVzYaNNoPkZeXB4M4CRfOn4UXD74EmYi16UiUtvZ1HCKkiRPBHhHrDQYf11mKXp7ZgW7v7An3UbPhg3jNwA4vWlwEb7/9l7B7z9Pw8Ye/5Zr9srJK9nhIcz68/xDyC/L48J2c3BxYXLSYVUFf7yNc6kGoX9qAfn4p4tEMZBhVAJbC6rZ225szDNdcywkLyE0V1KP9B34AamsqBcOpjL/zegf88NAfQ/fDXpzsJ2U9rmEfcW1n6qTe9xohxRc5fg8eS7T84xMB84pukUZ848c/Rs8rg6WJvCeKHVC9vmEE5R+X0Hm7EodYA84ZXXb+nnVtRJavG6IL5J7FAExVNRMISH0q6x4sXe30FdeGB4egvKISSpeUw+0790RoMCBXTgzG1ux/NdfvXhbGmyUrwXWIq35xD2FWxlqu2WZCiVuzbj0HREQdHFkU8pwyQPnHXO5D0SmVtLNjFxpXU1OrOp9qQfW3QV4VltdP8lC84yAHg4N61NPDjsqTT25EldEN97u6YD1KrDoi7fHv1U1MNmO9FtCD3u07AnxakRJ5BYZJOpxDCvXALAcWyoMh2KXVZJ7f9P8jDv5b7YEnhAIyxLQvjx2HAwf2czsVFRVQU9PnCl2mx9C5TED8n4aZoypwcviq7oqbh8S6KJZUGsYVuE5rQEK3Rsww49bS0jI+O4Aoirp2cEjGAuZVCb4w5MtYmnQqNo7iAPhPfHjQh9SVnhlKjbH23Srnpak0eSImyMCj6ZxhS7Wqo3RWbUkptLSsEqWjvEcgkwNDw/gZlbFbSiHENT37s5Jfm40co5hgDwLliEZ5qyYtsUAg5ntxLp0f4o73scVxJ/7FHLHqwLL/lZMgj1sliPbzv/w5/Ps//w8M58QdVByM6qC8CvHrFS7fJEMb1P3UjBKM2KfNVime2tiSel4kUIQP8/PzU947+jiJDGIEsbBh6Cyxz6I7TWFAIk2iBermxo0b4b1/+HvYuHkrLFy305HaJDqW3E0C3/8SmEpE3t0Xnx1B4J8B9xEn/7s/+TPhJoOQFN4pFLGggPDzxCgfCGzxiUNuqJU85uuoPLdBipdOdwhBJVF9olvx5FfvuVA0ly1GFEl7+ZVX4K/e/jnHdW3QrxhnqQQlQH9fP29Vra5dap+yPD/yk9jkenqBcsHpLpc07pe30gbj/IICZNwAXzLslI6I7ZLXGp6egrq6Gjh29CisXjMCa9vXp/j81D0sIn/hmA/cmvfhY3KLj+3NuCqpfa23gHK07E+eOsMHT7zzzjvsRtNpF8B/ogXd5b4++O6bi+wRZofyYO26dVBbW+8rV8K5iNiPmD3gEmvoZlMtnDexf5uTxMZGhWydlGCzrQd827BXMc7puPf78jwu/BkZGeW0C4UlM7iUSeyz4g2dUlC27djBNoG2yQ8NjUBDgzzTy49jvpcS+n4p3BP/meEfOpvb0Y3JwnAJN1MnJGK6yQjl4EsHGffu3fusKNXUnLMEioqLZUmYBVO0XRPcG6JTiaXOjWZrd0HrbfQUDJ4KoLAwas5yBwAft1JINKVlSktFPUBz0/K4Nt2BwLq6eujhGoL5e15zEy9Bj6uQaf5kH3fpZygSDzg/vxAlvEB+9Z/PrY09QsJFPlvoLbdrr6ygM3D34eH+STh11XRwn2Sg2o7vlRL1PtaFnp0CMsUT397jI+9fNE1YCWOB/0BUqXmiLXSzk2KeeIJpT4f3ua6bvd+G5ArasrMFCyetqbm0DonNeP8P4Nj0mPI+sjcAAAAASUVORK5CYII=)
б) Қанша тіктөртбұрыш бар? в) Қанша үшбұрыш?
![](data:image/png;base64,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)
г) Барлық шаршы нешеу? ғ) Қанша фигура белгіленген?
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