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Үш санның қос – 324
І қос-ш - 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) 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ІІ қос-ш - 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oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOa4J9SU1MPHz58yOHYsWNnz54953DhwoX09PSsrKxMB/MnfXx8vP/Fx6FcuXLl/8Xf39+8DQgICPqX4ODg/B+UKVPG7v9L6KImHmrfvn2bNm3aunXrli1bzNukpKQC/ofXslJYpjKhoaG1atX69dvatWubtyVLlizCQLgaauJBtm/fvnLlyh9//HH16tVnzpyxePW0tLRdDtf9uq+v76233nrbbbfVrVs3/239+vVNayzeHm4eNSnmzHVKQkLCwoULFy1adOLECbu3cwPmMmqvw69/0RxkwsLC7rjjjvy3DRs2rF69ul07RAFRk+IpOzt7yZIlX3zxxYIFC0xQ7N5OoZmDzHqHa78SHBx816+YSyT7docboybFTWJi4rRp07799tvk5GS79yLJXJotccj/aWBgYIsWLVo6NGvWjC/xugJqUkxkZGR8/fXXkydPNjWxey9WOH/+/CIH82Nvb+/w8PCff/7Z7k15Omri9szH1XvvvWc6UswOIwWXk5OzceNGu3cBauLOTp06NWHChLi4uCtXrti9F4CauKeLFy+OHz/+ww8/LNpDPwAN1MTNmFO9uagZN27chQsX7N4L8B+oiTtZvnz5oEGD9u/fb/dGgBugJu4hJSVl2LBh06dPt3sjwG+iJm5g7ty5gwcPLvhTaQBbUBOXlpGRMXTo0KlTp9q9EcA5auK6du/e3bNnzx07dli5aGBgYMOGDcPCwv7whz/UrFkzxMHf39/Pz69MmTK5ublXrlxJT083by9evHj8+PETJ04cd9jjkJaWZuVu4VKoiYuaOXPmoEGDrHkgScWKFf/0pz/dc889kZGR9erV+50/WbJkyQoO+T+96667rvsDJiu7du3atm1b/rNszE+1Ng3XQ01cTl5e3siRI99++23thcyJw5x9oqOj27ZtW6pUKZGZNR06duyY/9OkpCTTlBUrViQkJOzcuVNkCbgsauJaLl++3Lt37wULFqiuYi5kYmJievXqVbZsWdWFzFVSN4cSjqftmabEx8cvXLiQB8sUS9TEhZw6dapz587bt2/XW6Jp06YvvfRS165d9Zb4LcHBwdEOubm5q1atmuNw8uRJ63cCJdTEVRw+fDgqKsq8VZpfq1at2NhY88GsNL/gzFXVPQ6TJk0yR5Vp06aZs1h2drbd+8LNoiYuYdeuXffee685m2gMNx+9w4cPHzt2bOnSpTXmF5mXl1dnh3Pnzk2fPv2vf/2r9feXhCBqYr9NmzZ17NhR6UsJd9xxx4wZM5o0aaIxXEqVKlVGjBgxZMiQyZMnT5gw4fTp03bvCEVBTWy2Y8cOvZT069fPfHz6+flpDBdXpkyZYcOGPfPMM8HBwe5490lQEzvt37/fXOBopMTX19d05MknnxSfrK1cuXIRERHLly+3eyMoNGpim6NHj0ZFRWmc6itWrPj999+3a9dOfLI1zM6piTuiJva4ePGiucA5duyY+OQaNWrEx8eHhYWJT7ZM+/bt7d4CioKa2CA7O7t79+779u0Tn2xSsnLlyjp16ohPtlKzZs3Kli3L7SndDjWxwYABA1atWiU+tnikpITjpY5btmy5bNkyuzeCwqEmVnv99dc///xz8bEVKlRYsmRJMUhJvnbt2lETt0NNLBUfH//yyy+Lj/X19Z07d+4dd9whPtkufOnEHVET6xw7dqxv3755eXnik6dOndq2bVvxsTa6++67y5Urd/nyZbs3gkKgJhbJzs5+5JFHzp8/Lz558ODBjz32mPhYe3l7e7dq1eqHH36weyMoBGpikeeff/7Xr9EtJSIi4t133xUf6wrMxQ41cS/UxArmo2LSpEniYwMCAr766isfHx/xya7AfR9957GoibqUlJT+/ftrTH7//fdr1aqlMdkVNG3a1N/f/9KlS3ZvBAVFTdQNGTLkxIkT4mN79Ojx6KOPio91HaVKlYqMjFyyZIndG0FBURNdc+fOnTVrlvjYihUrfvjhh+JjXU379u2piRuhJorS0tKeffZZjcmxsbFVq1bVmOxS+NKJe6EmisaMGaNxO7XmzZs//fTT4mNdUJMmTQICAlJTU+3eCAqEmmjZtm2b0sXIxIkTvby8NCa7mpIlS7Zu3XrRokV2bwQFQk20DB48ODc3V3xsz549mzVrJj7WZZmLHWriLqiJis8///wf//iH+NjSpUvHxsaKj3VlPGHHjVATeZmZmS+99JLG5AEDBtSuXVtjsstq3LhxhQoVUlJS7N4InKMm8iZOnKjx+ru+vr4vvPCC+FgX5+Xl1aZNG+0XP4QIaiIsOTn5L3/5i8bk/v3716hRQ2Oyi2vXrh01cQvURNgbb7xx8eJF8bHe3t4jR44UH+sW+NKJu6AmkpKSkpS+K/zggw+GhoZqTHZ94eHhlSpVMoc+uzcCJ6iJpHfeeScjI0Nj8v/93/9pjHULXl5eGveFgThqIubChQtTpkzRmBwREeFRjzGBm6ImYt577z2lOw8OHjxYYywgi5rISEtL++CDDzQmV6xY8aGHHtKYDMiiJjKmTp2q8a0co0+fPqVLl9aYDMiiJgLy8vL07jby1FNPKU0GZFETAfPnzz9y5IjG5AYNGoSHh2tMBsRREwHvv/++0uTo6GilyYA4anKzdu3atXz5cqXh1ARuhJrcLL2vmLRo0cLTnjEMt0ZNbkpmZuZXX32lNLxHjx5KkwEN1OSmzJkzR+kbw0a3bt2UJgMaqMlNmT59utLk+vXr161bV2k4oIGaFN2xY8f0vv7atWtXpcmAEmpSdJ999tnVq1eVhv/pT39SmgwooSZF9+WXXypN9vf3b9mypdJwQAk1KaLt27fv2bNHaXi7du28vfmngZvhXbaI/va3v+kN79ixo95wQAk1KaJvv/1Wb3hUVJTecEAJNSmKrVu37tu3T2l4UFBQ/fr1lYYDeqhJUcyePVtveGRkpN5wQA81KQrVl3dp3bq13nBADzUptJMnT27btk1vPjWBm6ImhbZ48WK94WXKlLnzzjv15gN6qEmhqdbEpKRUqVJ68wE91KRwcnJyEhIS9ObzujlwX9SkcNasWZOWlqY3/+6779YbDqiiJoWzYsUK1fnUBO6LmhTO6tWr9YaXK1eOe5rAfVGTQsjJyVm/fr3e/DvuuENvOKCNmhRCYmJienq63vxGjRrpDQe0UZNCWLNmjer8hg0bqs4HVFGTQlD9okkJagI3R00KYd26darzeeow3Bo1KagTJ06cPXtWb3758uVDQkL05gPaqElBbd68WXV+vXr1VOcD2qhJQW3atEl1PjWBu6MmBaV9Nrn99ttV5wPaqElBadekTp06qvMBbdSkQJKTk48ePaq6xC233KI6H9BGTQpk9+7d2ktQE7g7alIge/fuVZ3v7e1do0YN1SUAbdSkQPRe7yJfzZo1S5YsqboEoI2aFIj22aRWrVqq8wELUJMC0T6bVK9eXXU+YAFq4lxeXt6BAwdUl6AmKAaoiXO//PJLVlaW6hLVqlVTnQ9YgJo4Z2qivQRnExQD1MS5Y8eOaS9BTVAMUBPnLKhJcHCw9hKANmrinAU1qVKlivYSgDZq4px2Tby8vAIDA1WXACxATZzTrknFihVtfyBsRkbG0aNHjxw5Yt4mJSWdcTh79mxaWlpqaqp5e+XKlezs7JycHPPW7Nbb29vHwd/fPyAgoEKFCpUqVapatWpISEi1atVuueWWOnXq3HrrrX5+fvb+f8FK1MQ57ZpYf5mTnJy8ZcuWHTt27NmzZ/fu3Xv37j116lTB//Nch8zMzPxRv/XHzJmrZs2aDRs2bNSoUXh4ePPmzWvXrn3zm4fLoiZOmM/Gv/MBI8KCmqSnp2/YsGHt2rXm7ebNmy34nncJx6P+jjksXrw4/1fMySUiIqJ9+/YdO3bkXnPFDzVx4ty5c9pLmGsEjbGXL19evXr18uXLV6xYsXXrVpNFjVUKxVxDzXEo4Xhq0n333dejR4+2bduWKlXK7q1BADVx4vz589pLBAQECE4zFy/z589ftGjRunXrsrOzBSfLOnr06GSHwMDAhx9++IknnuAV3d0dNXHCgrNJhQoVbnJCbm6uOYaYiCxYsODgwYMiu7KM6fUUh7CwsEGDBvXr169cuXJ2bwpFQU2csKAmRT6bZGVlLVy4cPbs2UuWLLl48aLopmywa9euIUOGjBkzZsCAATExMVWrVrV7RygcauKEC55N8vLyVq1a9cUXX5iOpKSkKO3KLiaLb7/99ocffvjss8+OGDGCR+K4EWrihEt93WT79u2zZs366quvjh8/rrol2125csU0JS4uzhxVnnvuOW9v3lHdAP9ITmh/e9jw9/f//T+Qnp7+5ZdfTp48WftVOFxNamrq888///HHH5ujSocOHezeDpygJk6kpaVpL1GmTJnf+q0DBw589NFHn376aTH4skiR7du3r2PHjgMHDjSnFb5A68qoiROXL1/WXqJs2bLX/UpeXt7ixYvNJ+T4+HjzY+0NuD7zlzBlypQlS5Z88803fCPZZVETJyyoya/PJrm5uTNnzoyNjd2/f7/2um7nyJEjkZGR5oTy5z//2e694AaoiROXLl3SXiL/bJKVlTV9+vQ333zTmoe9u6ns7OyhQ4cmJiZ+8sknPj4+dm8H/4GaOGHB2cQc4ydOnGg+5Z48eVJ7reJh1qxZprlz5sypXLmy3XvBv1ETJyw4m3Tq1OnKlSvaqxQzq1evbt26dUJCQkhIiN17wf9HTZyw4GxCSopm9+7dbdq0MUEJDQ21ey/4J2riRP5dPIqNsmXL1qxZM9QhKCjIXClUqlSpsoP5QUBAgO9/KlWqlInd5X+5cOHCwV/Ztm2bvU8sPHDgQPv27desWcMJxRVQEydc+Wm4v8/Eon79+rfffrt5W69evfyCFOELDf4O137atm3baz9OT0//xz/+scrB/CA3N1dm64Vx6NChzp07mw3c/JMncZOoiRO2fIQUgfmAb9So0V133dW4ceM//OEPpiAVK1bUXrRMmTIdHMyPT58+PXPmzM8++2znzp3a617HHJG6deu2bNkyHoBvL/72nXCFmwzdkLlmufvuu5s1a2byYSJSt25dLy8vG/dTtWrV4Q6JiYmvvfbaggULrFz9xx9/HDJkyEcffWTlorgONXHCpc4m1apVa9WqVcuWLc1bExHX/FTctGnTefPmrV27dtSoUeaD3LJ14+LizN/J008/bdmKuI4rvju6FNvPJlWqVLnnnnvuvfdec0HhRndpjoiIWLly5ezZswcOHGjBMyfzDR061KS2QYMG1iyH61ATJ2ypiZ+fX2Rk5L0Od955p/UbkPLQQw+ZrPTt23fVqlUWLJeRkREdHW0utUqXLm3BcrgONXHCyiudqlWrdunSpWvXriYiv/PEYvdSo0aN5cuXv/LKK+PHj7dguZ07d7744osTJkywYC1ch5o4YcFTeMPCwro6NG/e3N6vpCox/1Pjxo2rXLlyTEyMBctNnDixd+/ed911lwVr4deoiROlSpXSPp7s2LFDdb6LGDp0qL+//zPPPHP16lXVhcy/11NPPWWud2x/BUVPQ02csKAm5vhTLI8k/818kKenpz/33HPaC23ZsuXjjz8eOHCg9kL4NWrihAUvHGU+V3vOy1MNGTJk8+bNM2bM0F5o7Nixffv25V5tVqImTljwce5pd1ebMmXKzp07f/75Z9VVTp8+/eabb44bN051FfwaNXHCmrOJ9hIuxdfXd/bs2Q0aNNC+5+7EiRNjYmIseIYB8lETJ6iJhtDQUHNwGDx4sOoqplYmKK+88orqKriGmjhBTZQMHDhw2rRpmzZtUl3F1GTYsGFOX2MEIqiJE35+ftpLuO9ND26Gl5fXe++916ZNG9VVLl68+Pnnn2sfgpCPmjhhwWNSPbMmRmRkZKdOneLj41VX+eCDD6iJNaiJE//9YjfisrKytJdwWS+//LJ2Tfbs2ZOQkMBLBVqAmjjB2URVREREixYt1q1bp7rKp59+Sk0sQE2coCbannvuOe2azJkzJy0trXz58qqrgJo4wZWOtu7du1euXPnChQt6S6Snp3/77bdPPvmk3hIoQU2csuBskpGRob2EK/P19e3Vq9fkyZNVV6EmFqAmTlhwPDafObWXcHHR0dHaNVmxYgUXO9qoiRMWPC6bmrRs2TIkJCQpKUlvCXM5uXjx4p49e+otAWrihAWv0kJNvLy8unXrFhcXp7rKokWLqIkqauIEZxNrdOrUSbsmy5cvV50PauKEBTXhdYiNDh06eHt7q97T++TJk3v27Klfv77eEh6OmjhhQU20n5jvFsqXL3/XXXdt2LBBdZWEhARqooeaOFGpUiXtJahJvtatW2vXZO3atc8++6zqEp6MmjgRGBiovURqaqr2Em4hMjLynXfeUV1i/fr1qvM9HDVxomrVqtpLcDbJ16RJE+0lDh48mJycbMF50zNREycqV67s4+Oj+lQazib5atasGRQUdPbsWdVVNm7cGBUVpbqEx6ImzgUHB584cUJvPjW5Jjw8fNmyZapL7Nixg5oooSbOmYsd1ZpY9qLfri8sLEy7Jjt37lSd78moiXPaXzqhJteYmmgvQU30UBPnQkJCVOdTk2sseDDIvn37tJfwWNTEuZo1a6rOV721h3u59dZbtZcwf9uXLl3iLvYaqIlzt9xyi+r8jIyMzMzM0qVLq67iFky4tb+DZhw5cqRBgwaqS3gmauKcdk2Mc+fO1ahRQ3sV1+fl5RUaGnro0CHVVaiJEmriXK1atbSXOHPmDDXJV716de2aqH6HzpNRE+dMTcznTNXXHjc10RvuXiyo6unTp7WX8EzUxLnSpUsHBwervgvy/n1NtWrVtJeg3UqoSYHUrl1b9QOe9+9rLHiaJX/bSqhJgdSrV0/16aecTa6pUqWK9hJ8S14JNSkQ7UdVnTx5UnW+G7HgbMKTtpVQkwK5/fbbVecfP35cdb4bCQgI0F7i0qVL2kt4JmpSINo14XuW11hQE84mSqhJgdStW7dkyZJXr15Vmk9NrrHgJUcuX76svYRnoiYF4uvrW7t2bb1HVWVmZp4/f96CLxm4Pl5G3n1Rk4Jq2LCh6mM0jx49Sk0MPz8/7SVUX2fDk1GTgrrzzjvnzZunN//w4cONGzfWm+8uqIn7oiYFZWqiOt/URHW+u7DgudS5ubnaS3gmalJQ2jU5cuSI6nx3UapUqWKwhGeiJgV1yy23VKxY8eLFi0rzOZvks+BD3dubd3sV/LUWgjmerFy5Umn4gQMHlCa7F2rivvhrLYRmzZrp1eTQoUM5OTm8o+s9qOcaHx8f7SU8k6e/7xZKy5Yt9YablJig1KtXT28Jt2DBN1y4aaYSalIIERERqvP37t1LTSx4aBm3mFZCTQohKCioTp06Bw8eVJpvanL//fcrDXcXFtSkfPny2kt4JmpSOOZiR68mvHBUCUuudKiJEmpSOK1atZo5c6bS8K1btypNdiOcTdwXNSmc9u3b6w3fvXt3bm6uhz+2yoKzCc+HUkJNCqdu3bqhoaHHjh3TGJ6Zmbl3714LXovXlZm/BO0lgoODtZfwTNSk0Dp06DBjxgyl4eZix8Nrkpqaqr0ENVFCTQotKipKryY///xzdHS00nC3kJKSor0ENVFCTQrN1ERv+IYNG/SGuwULzibVq1fXXsIzUZNCM5/ZwsPDlb7/snnzZg//QqwFNaldu7b2Ep6JmhTF/fffr1ST9PT07du3a9/9wJVpX+l4eXlZ8MLSnomaFEXXrl3Hjx+vNHzt2rWeXBPts0lISIivr6/qEh6LmhRF06ZNzbW30ktq/fjjj4MGDdKY7BaSk5NV5//P//yP6nxPRk2KyFzsxMXFaUxetWqVxlh3of1iIB7+DXhV1KSIunXrplSTpKSk/fv3161bV2O469N+EVVqooeaFFFUVFTlypWVXh975cqV1EQJNdFDTYrI29v7oYcemjp1qsbw+Pj4AQMGaEx2fadOnVKd37BhQ9X5noyaFF3v3r2VapKQkOCZjzpJTU1VfVnP6tWrh4SE6M33cNSk6Fq3bl2jRg2NrxqmpKSsXbs2MjJSfLKL077Mufvuu1XnezhqUnReXl7R0dETJkzQGL5kyRIPrIn2jfupiSpqclP69eunVJO5c+fqPUDOZe3du1d1fvPmzVXnezhqclPCwsJatWr1008/iU/etWvXvn37PO2m06o18fX1VX3VAVCTm/X0009r1MT47rvvRo0apTHZZanWpFmzZmXKlNGbD2pysx5++OGhQ4dqPB6cmshq166d3nCUoCY3z8/P79FHH500aZL45E2bNu3Zs6d+/frik13TxYsXz5w5ozf/3nvv1RuOEtRExJAhQz744AONl7ycOXPm66+/Lj7WNf388896wytXrtyqVSu9+ShBTUTUqVOnW7duc+bMEZ/8xRdfeE5N1q5dqzf8j3/8Y8mSJfXmowQ1kTJ8+HCNmhw9ejQhIaFDhw7ik13QunXr9IbzIooWoCYyIhw0Prt+9NFHHlKT9evXK00uW7Zsly5dlIbjGmoiZsSIEd27dxcfO3/+/JMnTxb7GyPv3btX7z5JXbt2LVeunNJwXENNxHTr1q1x48abN2+WHZuTkxMXF/fqq6/KjnU1K1as0Bveu3dvveG4hppIGjdunMb1+ZQpU0aNGuXn5yc+2XXMmzdPaXJQUFDnzp2VhuPXqIkkc3HevHlz8ev/s2fPTps27X//939lx7qOS5cu6Z1NnnjiCW9v3s+twN+ysNdee61jx47iY995551BgwYV1zueLF68OCsrS2Oyl5fXwIEDNSbjv1ETYVFRUZ06dYqPj5cd+8svv3z++efm06zsWBehd5lj/i1uvfVWpeG4DjWR9+677zZq1CgnJ0d27NixY/v06VP8XgvGXOYsXLhQaXhMTIzSZPw3aiKvfv36gwcPFn/mzrFjx95///1hw4bJjrWdOXOlpaVpTG7SpInqi0bjOtREhTlHfPnll+fOnZMdGxsb++STT1aqVEl2rL0mT56sNHnkyJFKk3FD1ERFxYoV33rrLfORLzv2woULo0aNmjJliuxYG61cuXLXrl0akxs0aNCjRw+Nyfgt1ERLv379vvrqq6VLl8qOnTZtWv/+/YvN/U3NtZvS5DfeeMPLy0tpOG6Imij6+OOPzWfIS5cuCc68evXqwIEDN2zYUAweQ5GYmDh37lyNya1atbrvvvs0JuN3uP17pCurVavWX/7yF/FHnW3ZsmXs2LHF4B7Uw4cPz8vLEx9rjiRKt/7G76MmugYPHjxv3jzx650333yzS5cuERERsmOtNH/+/B9//FFj8pNPPsm96W1BTdTNnDkzPDz89OnTgjNzc3P79OmzceNGN/3+Tk5OzgsvvKAxOTAw0KRWYzKcoibqgoODTVA6deoke6o/cuRIdHT03//+d3f8WuOoUaOUbij9zjvvVK5cWWMynKImVoiKiho5cmRsbKzs2B9++GH06NHiY7XFx8f/9a9/1Zj8wAMPPPbYYxqTURDUxCKvvfba5s2blyxZIjvWnOpDQ0MHDx4sO1bPmTNnHn/8cY0vvgYFBcXFxYmPRcFRE4uULFny66+/btGixZ49e2Qn//nPfzYXUw899JDsWA2ZmZm9evXSeJkLc7k3Y8YMExTxySg4amKdgICABQsWNG/e/MKFC4Jjr1692qdPH/Ph9OCDDwqOFZednW12uHLlSo3hL7300h//+EeNySg4amKpOnXqfP/99507d87IyBAcaz5Qzef8Tz/9tG/fvoJjBeXm5kZHRy9evFhjeMeOHceOHasxGYVCTazWpk2bv/3tbz169JC9ZYH5cH388cePHj06evRowbEi0tPTzd5MRjWGh4WFffPNN+74ja3ih5rY4L777jMX+Y8++qjsFyPNNHPg3759+/Tp013n5bsPHjxo0ml2pTE8JCTEnHcqVKigMRyFRU3s0bt370uXLg0aNEj8uxvmE/WWLVtmzZrVpEkT2clFMG/evH79+qWkpGgMDwgIWLRoUa1atTSGowioiW2efvppPz+//v37m4sU2cl79+6NiIh48cUXR44cWbp0adnhBXTixIlRo0aZqCnNL1++/JIlSxo3bqw0H0VATez02GOPmY+K6Oho8Xss5+TkvPrqq+Z66q233nr44Ydlh/++9PR0s+jbb7995coVpSX8/f3NBU6LFi2U5qNoqInNunfvvnDhwgcffFDjboa//PJLz549Y2NjR4wY8cgjj2i/rPfJkyenT58+ZcoU8wO9VapUqWIucIrNHV6KE2piv6ioqLVr195///2HDx/WmL9ly5bevXuPHj368ccf79u3b506dWTnZ2dn//DDD1OnTjXnBfGrtuvUrl07Pj6+bt26qqugaKiJSwgLC9uwYYM5oSg9Sb+E41mCrzqYz+qdO3e+9957zZVCkW+5ZKqxcePG5cuXr1ix4qefftK7qPm1iIiI77//vmrVqhashSKgJq4iMDBw2bJlw4YN07u5Yb6fHV577TU/P78GDRqEh4ebt6GhoTVq1KhevXq5cuXKlCljfsucOEwjLv/LxYsXDx48eODAgfy3+/fvt6Yg1wwYMOCDDz7w8fGxclEUCjVxIeakMHHixI4dOz7xxBPi97v/bxkZGYkO2gvdJBO4SZMmFddXJitOqInL6dKly7Zt2x599NGEhAS792K/Zs2azZo167bbbrN7I3COmriikJCQpUuXTps27YUXXkhOTrZ7O/YwV1ujR48eNWpUcX315eKHmriup556qmvXrkOHDv3666/t3ovVoqKiJk+ezJHEvVATlxYcHPzll1+arIwYMWLTpk12b8cKderUiY2NdYvbteA61MQN3HPPPYmJieaE8tJLLx06dMju7WgJCgoaM2bMM888UwxeKsgz8c/mNnr16vXggw/OmDFjwoQJ+/fvt3s7kkJDQ4cNGzZgwADXeeozioCauBMfHx/zIWcufObMmfP222+vX7/e7h3drKZNmz777LN9+vThPFIM8E/ofry8vHo4bNiw4ZNPPjFXQBrP8VHl7+//yCOPDBo0yBVumwAp1MSNNXN47733vv3225kzZ65atUr2fm7ifH19O3fu3Lt37/vvv5+LmuKHmrg982H5mENycvKCBQvMRdAPP/yQnp5u977+LSQkxESkS5cuHTt2LF++vN3bgRZqUnxUqlQpPytZWVlr165d6bB+/XrZO1oXUI0aNSIjI1s7NGzY0PoNwHrUpBgyFxRtHV555RVTlu3bt2/evHnLli3m7c6dO1NTU8VXLFeu3G233Xb77beHh4ffeeedjRs3NucR8VXg4qhJMWfK0sTh2q+cP3/+kMPhw4eTkpLOOZhfvHDhgrk+yszMzHLIzs72dvBxKFu2bAWHgICAwMDAav9Ss2ZN0xHagRLUxAMFOnDvMoijJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMj4f0HNYKnuvvviAAAAAElFTkSuQmCC) 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ІІІ қос-ш - ? Шешуі: 324* 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) =144 (І қос-ш)
324* ![](data:image/png;base64,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) =54 (ІІ қос-ш)
324-(144+54)=324-198=126
Жауабы: 126
№830
Екі бұтақта – 15 торғай
І бұтақ 3 торғай ұшып кетті
ІІ бұтақ 2 торғай ұшып кетті қонды
әр бұтақта қанша торғайдан болды?
Х торғ. – І бұт. болды
(15-х)торғ. –ІІ бұт. болды.
І тәсіл: (х-3)+2=(15-х)-2
х-1=13-х
2х=14
х=7 (торғ) І бұтақта болды
15-х=15-7=8 (торғ) ІІ бұтақта болды.
ІV Оқушыларға үй тапсырмасын және оны орындауға нұсқау беру кезеңі:
Үйге : 827, 829; 831.
Сабақты қорытындылау.
Пәні: Математика Сынып 5 Сабақ реті 112
Сабақтың тақырыбы: Қайталау есептерін шығару
(Ондық бөлшектерді қосу және азайту тақырыбына)
Сабақтың мақсаты менміндеттері:
1. Білімділік мақсаты: Ондық бөлшектерді қосу және азайту
тақырыбынан алған білімдерін жетілдіру .
2. Дамытушылық мақсаты: Білімді есептер шығаруда қолдана біліуге
үйрету.
3. Тірбиелік мақсаты: Оқушыларды ұқыптылыққа, еңбекке
тәрбиелеу.
Сабақтың түрі: Теориялық практикалық (есеп шығару) сабағы.
Сабақтың типі: Оқушылардың білімін, білігін және дағдысын
жетілдіру.
Көрнекілік: ДҚҚ № ______, Таблица_______________________________
Қолданылған әдеб-р: "Математика дидактикалық материалдар"
5 класс А.Т. Алдамұратова
Сабақтың барысы:
І.Ұйымдастыру кезеңі: а) Оқушыларды түгелдеу және сыныптың
тазалығына мән беру
ә) Балалардың сабақта жұмыс істеу дайындығын
тексеру.
II.Үйге берілген № 1053, 1055, 1057 есептерінің шығарылуын тексеру, қатемен жұмыс.
№ 1053
1) 61,3-44,915-15,86=0,525 3) 243-167,81-(96-28,95)=8,14
61,13 16,385 96 243 75,19
-44,915 -15,86 -28,95 -167,81 67,05
16,385 0,525 67,05 125,19 8,14
2) 61,009-(16,3-1,291)=46 4) 15,3-7,07-(15,09-77,615)=0,755
16,3 61,009 15,09 15,3 8,23
-1,291 -15,009 - 7,615 -7,07 -7,475
15,009 46,000 7,475 8,23 0,755
№1055 Шешуі:Ш-А:542,8-239,75=303,05(км)
Т-А=54208км Л-Ш:425,6-303,05=122,55(км)
Т-Ш=239,75км
Л-А=425,6км
Л-Ш=?кем
№1057 Шешуі:5,4-1,2=4,2(л)-Іыд Қалған сүт
Іыд.-ІІыд.-1,2л 4,2+2,8=7(л)
ІІыд сүт Іыд 2,8л
І ыд. -5,4л. Жауабы:С
ІІ ыд-?л
ІІІ. Өтілген тақырыптар бойынша пысықтау сұрақтары.
1. Бөлімі 10,100,1000 және т.с.с. болатындай жай бөлшектер қалай жазылады?
2. Ондық бөлшектегі ондық таңбалар саны қалай анықталады?
3. Ондық бөлшекті координаталық сәуледе қалай кескіндейді?
Мысалмен түсіріңдер.
4. Ондық бөлшектерді салыстыру
5. Ондық бөлшектерді қосу ережесі
6. Ондық бөлшектерді азайту ережесі.
ІV. Сынып жұмысында 1066, 1068, 1070, 1071, 1072, 1073 есептерін шығару.
№ 1066.
28 4 +7,28 – 3,183 = 28,8 + 7,28 – 3,183 = 32,897
5
28,8 36,08
+ 7,28 - 3,183
36,08 32,897
2) 6,583 + 4 7 + 2,017 = 6,583 – 4,35 + 2,017 = 4,25
20
6,583 2,233
- 4,35 + 2,017
2,233 4,250
3) 9,65 + 5 9 – 3,865 = 9,65 + 5,9 – 3,865 = 11,685
10
9,65 15,55
+ 5,9 - 3,865
15,55 11,685
4) 15,613 – 8,013 + 12 17 = 15,613 -8,013 + 12,68 = 20,28
25
15,613 7,6
- 8,013 - 12,68
7,600 20,28
№1068
0,8; 1,4; 2; 2,6; 3,2; 3,8; 4,4; 5; 5,6.
2,6; 3; 3,4; 3,8; 4,2; 4,6; 5; 5,4; 5,8.
№1070
Хл – алғашқы II бид. кер. болды.
Х + 3,4 -2,3 = 8- 3,4
Х = 4,6 – 1,1
Х =3,5(л) алғ. II бид. болған керосин.
Жауабы: 3,5 л
№ 1071
Х – 2 жәш. Шеге.
Х – 1,9; Х + 1,9. 1,9 + кг көп болды.
Жауабы: 1,9 кг.
№ 1072.
1) 3,557 + х = 4 2) х – 0,731 = 5
2 3
3,557 + х = 4,2 х -0,731 = 5,3
3,557 + х = 8 х – 0,731 = 15
х = 8 -3,557 х = 15 + 0,731
х = 4,443 х =15,731
12,392 + Х = 2,365 + 2,635 4) 125,95 – х = 6,7
Х = 25 – 12,392 125,95 – х =42
Х = 25 – 12,392 х=125,95 - 42
Х = 12,608 х=83,95
№1073
2 1 – 0,3 + 45,65 – 19,8 = 2,5 – 0,3 + 45,65 – 19,8 = 28,05
2
2,5 2,2 47,85
-0,3 +45,65 -19,8
2,2 47,85 28,05
2) 12,1 + 3 1 – (7,681+3,319)= 12,1 + 3,5 - (7,681+3,319) = 4,6
2
7,681 12,1 15,6
+3,319 +3,5 -11
11,000 15,6 4,6
3) 8,09+4 1 – (8 3 – 2,25)= 8,09 + 4,04 – (8,75 – 2,25)= 5,63
4
8,75 8,09 12,13
-2,25 +4,04 -6,5
6,50 12,13 5,65
4) 9,7 + 61 + 2,619 – 1,019 = 9,7 – 6,25 + 2,619 – 1,019= 5,05
4
9,7 3,45 6,069
-6,25 +2,619 -1,019
3,45 6,069 5,050
ІV. Оқушыларға үй тапсырмасын және оны орындауға нұсқау беру кезеңі.
Үйге : 1067; 1074; 1076.
Сабақты қорытындылау.
Пәні: Математика Сынып 5 Сабақ реті 113
Сабақтың тақырыбы: Бақылау жұмысы №8.
(Ондық бөлшектерді қосу және азайту тақырыбына)
Сабақтың мақсаты менміндеттері:
1. Білімділік мақсаты: Ондық бөлшектерді қосу және азайту
тақырыбынан алған білімдерін жетілдіру .
2. Дамытушылық мақсаты: Білімді есептер шығаруда қолдана біліуге
үйрету.
3. Тірбиелік мақсаты: Оқушыларды ұқыптылыққа, еңбекке
тәрбиелеу.
Сабақтың түрі: Теориялық практикалық (есеп шығару) сабағы.
Сабақтың типі: Оқушылардың білімін, білігін және дағдысын
жетілдіру.
Көрнекілік: ДҚҚ № ______, Таблица_______________________________
Қолданылған әдеб-р: "Математика дидактикалық материалдар"
5 класс А.Т. Алдамұратова
Сабақтың барысы:
І.Ұйымдастыру кезеңі: а) Оқушыларды түгелдеу және сыныптың
тазалығына мән беру
ә) Балалардың сабақта жұмыс істеу дайындығын
тексеру.
II. Үйге берілген № 1067, 1074, 1076 есептерінің шығарылуын тексеру, қатемен жұмыс.
№1067. 1) 4-0,456-(0,561+1,44)+1,657=3,2
0,561 4,000 3,544 1,543
+1,44 -0,456 -2,001 +1,657
2,001 3,544 1,543 3,200
2) 44-(3,91-0,03)-(8,5+1,03)=30,59
3,91 8,5 44 40,12
-0,03 +1,03 -3,88 -9,53
3,88 9,53 40,12 30,59
3) 18,3-(7,48+5,05)-5,5=0,25
7,48 18,3 5,75
+5,07 -12,55 +5,5
12,55 5,75 0,25
4) 100-19,07-(43,9+16,81)+0,51=20,73
43,9 100 80,93 20,22
+16,81 -19,07 -60,71 +0,51
60,71 80,93 20,22 20,73
№1074 1) Метрмен: 27м 8дм 5см – 15м 9дм 7см + 3м 6дм
5см=(27,85 – 15,97+3,65)м =15,53м.
2) Кг: 18кг 45г – 7кг 250г + 3кг 860г = (18,045 –
7,25+3,86)кг=14,655кг
3) Сағ: 3сағ 45 мин – 1сағ 30мин + 2сағ 15мин =
(3,75 – 1,5 + 2,25) =4,5сағ.
№1076 Р= 15,58см
ВС=3,2СМ
АВ=(3,2+0,8)см =2,4см.
СД=(2,4+0,3)см=2,7см.
АД=?
АД= х делік
(3,2+2,4+2,7)+х=15,8
8,3+х=15,8
х=15,8-8,3
х=7,5(см) Жауабы: АД= 7,5см.
III. Өтілген тақырыптар бойынша пысықтау сұрақтары:
Ондық бөлшектегі ондық таңбалар саны қалай анықталады?
Ондық бөлшектерді разрядтары бойынша қалай салыстырады?
Ондық бөлшектерді қосу ережесі
Ондық бөлшектерді азайту ережесі.
Натурал саннан ондық бөлшектерді азайту ережесі.
IV. Сынып жұмысында Б-8 «С» деңгейіндегі есептерді шығару.
I – нұсқа. II – нұсқа.
1) Шамаларды ондық бөлшектермен жазыңдар.
а) Метрмен:
82дм =8,2 м.
35дм =3м5дм =3,5.
73см =0,73м.
ә) Центнермен:
273кг = 2,73ц
43кг = 0,45.
6кг = 0,06ц.
б) Сағатпен:
1сағ 30мин = 1,5сағ.
15мин=0,25сағ.
6мин=0,1сағ.
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а) Км-мен:
965м=0,956км.
1280м=1,28км.
60м=0,06км.
ә) Тоннамен:
810кг=0,81т.
2375кг=2,375т.
4850кг=4,85т.
б) Сағатпен:
1сағ 15мин=1,25сағ.
45мин=0,75сағ.
12мин=0,2сағ.
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2. Есептеңдер.
а) 15 А-7,81+ 2,99=15,15-
7,81+2,99=10,33.
ә) 79,65+6А-37,8=79,65+6,28-
37,8=48,13.
3.V1=11.2км/сағ
V2=13.75км/сағ
S=146.38км
t=1сағ
S1сағ=?
Шешуі:
11.2+13,75=24,95(км)
146,38-24,95=121,43(км)
Жауабы:121.43км.
46,9++(2,9-у)=47,49
2,9-у=47,49-46,36
2,9-у=1,13
у=2,9-1,13
у=1,77
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а)9А-6,92+5,07=9,36-6,92+5,07=7,51.
ә)3,75+9А-10,08=3,75+9,15-10,08=2,82.
3.Vм=42,8км/сағ
Vж=85,25км/сағ
S=160.3км
t=1сағ
S1сағ=?
Шешуі:
1сағ:42.8+85.25=128.05(км)
160,3-128,05=32,25(км)
Жауабы:32.25км
4.
8А-(3,6+у)=1,94
8,35-(3,6+у)=1,94
3,6+у=8,35-1,94
3,6+у=6,41
у=6,41-3,6
у=2,81
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V. Оқушыларға үй тапсырмасын және оны орындауға нұсқау беру кезеңі.
1. Үйге №1075, 1077, 1069
2. Сабақты қорытындылау.
Достарыңызбен бөлісу: |