Қорағаты шағын орталықты орта мектебі
Сабақ жоспары
Тақырыбы: Ондық бөлшектерді салыстыру
Орындаған: Р.К. Егембердиева
Сабақтың тақырыбы: Ондық бөлшектерді салыстыру
Сабақтың мақсаты: Білімділік: Оқушыларға ондық бөлшектерді салыстыру
тәсілдерін үйрету.
Дамытушылық: Оқушылардың тез ойлап нақты
нәтижеге жете білу дағдыларын сабақ үстіндегі өз
еңбегін ұйымдастыра білу қабілеттерін дамыту.
Тәрбиелік: Оқушыларды ұйымшылдыққа, пәнге
қызығушылыққа, тапқырлыққа, ұқыптылыққа
тәрбиелеу.
Сабақтың түрі: дәстүрлі, аралас сабақ
Сабақтың әдісі: баяндау, сұрақ-жауап
Сабақтың көрнекіліктері: сабақ жоспары, оқулық, ғаламтор, есептер жинағы,
үлестірме топшамалар, мысалдар, СТО
технологиясының элементтері, интербелсенді
тақта, слайдтар
Сабақтың барысы: І.Ұйымдастыру кезеңі.
ІІ.Үй тапсырмасы.
ІІІ.Ой қозғау.( сұрақ - жауап)
ІV.Жаңа сабақ.
V.Қызығушылықты ояту.
VI.Сергіту сәті.
VII.Өзіңді тексер.
VIII.Тест
IX.Рефлексия.
X.Сабақты қорытындылау.
XI.Бағалау.
XII.Үйге тапсырма.
І. Ұйымдастыру бөлімі
II. Үй тапсырмасын тексеру
№923 Жауабы: А(1,2); В()
ІІІ. Ой-қозғау(сұрақ-жауап)
1. Бөлімі 10, 100, 1000 т.с болатын жай бөлшектерді қалай ондық бөлшек түрінде жазуға болады? (0,1; 0,01; 0,001)
2. Санның ондық бөлшекпен жазылуында үтір қайда қойылады? (бүтіннен кейін)
3. Ондық бөлшекті координаталық сәуледе қалай кескіндейді? (әуелі бүтін бөлігіне, содан кейін бөлшек бөлігінің үлестеріне байланысты кескінделеді)
4. Ондық бөлшектің соңына нольдерді тіркеп жазғаннан немесе алып тастағаннан ондық бөлшек өзгере ме? (өзгермейді)
ІV. Жаңа сабақ
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gAAIXVqVNHf0NiYqLtg8bFxUkPCgekYnmbvAau7d8B4LK8AIpiAAAUFhgYqL+hJDqkGjVq6G9gAIAUKpZ3rVq19H+7yX69uJKSkvQ3mEwJgANiAAAUZrJDunnzpvSglSpV0t9w//596UHhgFQsb5Mvt0v/2NKtW7f0N/AOAICiGAAAhdWpU8fFxUXnVqAxMTHSg5q8rLjJy5IA5lCxvOvXr6//220/AJicowA4IAYAQGFubm4NGza8cOGC1oYbN25ID2ry/qzp6enSg8IBqVjePj4+AQEBOh8TSkhIsDAzDfpvg4hkuBEYgKIYAAC1BQcH63RI0dHR0iOa7JBMbgDMpGJ5N23aVGcAkP4NmevXr+snIzccgLKBAQBQ2/PPP79q1Sqt1Zs3b967d0/unYB0PpJh4OHhITEcHJmK5d2sWbNdu3ZprcbGxlqSljb9KYgBAIBRDACA2oKDg/U3XLx4sU2bNhIjZmZm6m/w8vKSGA6OTMXyFkOLzqrcASA+Pl7/Own6yQBwWAwAgNpatGhRpUoVneshnj9/Xm6H9OjRI/0N3HgIsqhY3u3bt9dZTUhIkPiuRWRkpDXJAHBYDACA2pycnHr06PH1119rbTh69OiYMWMkRkxOTtbf8NRTT0kMB0emYnmLCaF+/fpRUVFaGyS+a/HTTz/prNarV6969epSAgEoYxgAAOX16tVLp0M6cuSI3HAmbzxk8l6qgPlULO9OnTrpDAAXLlyQNQCcPXtWZ7Vjx45SogAoexgAAOX17t3b3d1d6+qE165di4uLCwgIkBXut99+09/w7LPPyooFqFje/fv3X758udbqsWPH3n777WJnZsy//vUv/TSkRAFQ9jAAAMrz8fEZMGDAhg0btDZ8++23Ej8mYfJbjEFBQbJiASqWd/fu3StWrJiSkmJ0NSIiwoLEioqOjtbJ1svLq0ePHlICASh7GACAsuCPf/yjToe0fft2iR3Szz//rLMq+p7mzZvLigWUU7C8y5cv36dPn/Xr1xtdvXTpUmJiYpUqVSxM8d/27t2rs9qzZ08uyAtACwMAUBZ069atdu3aWjdGFY3C7du3/fz8pMQ6f/68zmqXLl1cXfmHBTKpWN5vvPGG1gCQm5v7/fffjxw50pL8Cti8ebPO6ujRo608PoAyjJ/TQFng7Ow8derUcePGGV3NzMxcvXq12GB9oJycnOPHj+ts6Nu3r/VRgIJULO/u3bvrXAtox44dVg4A9+7d279/v9ZqvXr1evbsac3xAZRtDABAGfHmm29+/PHH8fHxRle//PLLKVOmWP/a/JEjR1JTU7VWn3jiiaFDh1oZAihKxfJ+9913RVZGl8QAYOXdAMTMk5GRobU6duxYJycniw8OoMxjAADKiPLly//9738fP3680dUbN26sWLHC+o9Kb9q0SWf1lVdeqVixopUhgKJULO+33npr5syZCQkJRZcePXoUFham9ccxKTc3V8w8Wqt+fn5/+tOfLDsyAAfBAACUHeKn/qpVq06dOmV0NTQ0dPjw4d7e3hYf/8GDB2vXrtVadXZ2njZtmsUHB/QpV94VKlQICQmZMGGC0dU5c+aIicXNza14WeYReV69elVrdcaMGV5eXhYcFoDjYAAAyg7Ro3z11VfBwcE5OTlFV+Pj46dMmbJixQqLjz9v3rx79+5prf7hD39o0KCBxQcH9KlY3qLFnz9//rVr14ouxcTELFq0aNKkScU9ZlpampgrtFaffvppXv4HYBIDAFCmtGzZ8oM8RldXrVrVoUOH119/3YIjiyZm1qxZWqu+vr6zZ8+24LCA+ZQrbzc3NzGTdO7cOTc3t+iq6OP79esXGBhYrGOOHTv2119/Nbrk4uKyZs0aLsMFwCT+mQDKGtFVHD9+PDw83OjqO++84+/vX9wrhCQnJw8ZMkTn+5Hz5s0Thy1eokDxKVfeYiaZOHGiOELRpbS0tGHDhh04cKBChQpmHm3+/PlhYWFaq1OnTn3xxRctyxOAQ2EAAMog0SJ06tTpp59+KrqUmZnZv3//RYsWvf3222YeLTY2dtCgQUaPZjBu3LhRo0ZZmCtQTMqV98yZM0+cOHHkyJGiS6dPn+7bt+/WrVvNuSLQF1988d5772mt9ujRIzQ01Jo8ATgOBgCgDPL29t63b99LL71ktK3JysoaM2bM5s2bRT/RsGFDneOkp6cvXbr0ww8/vHv3rtYe0W8ZfXUTKCHKlbe7u/u2bdvatGlz5cqVoquHDh1q2bLl8uXLu3TponWEmJiYSZMmiTlBa8Nzzz23ceNGFxcXK1MF4CAYAICyqVKlSvv37x80aJBoL4xu2LVrV+PGjTt16jRgwIDWrVvXrl1b/BbxeGpqqug2IiMjf/jhB9FF6XwtUhg6dGhYWBhtB2xMufIW0Xfv3t2zZ8/Lly8XXY2Oju7atWtwcPCwYcM6duxYq1YtX19fkert27cjIiLCw8NFqmKw0Tq4GC3EgMGVfwCYr3QGgCtXroh/uy/kiY2NvX//fkpKSnZ29pN5AgICmjRp0rRp0y5dujRq1KhUMrS9X375RfxAOn/+vPjxIH59P09mZqbHv4l/3P38/KpVq1a9enXx3zp16jyTh8uuQ4voIfbt2zd9+vQ5c+Zo7TmQx4KDu7q6hoaGct1PlBblylu09T/++OPAgQO1hpbjeYp7WDEzrF692t3d3eoE4XBoxopynGbMpgOAKK/Fixdv3rxZ6wLGd/Jcv3798OHDhkcCAwOHDBkyfvx4UYg2zNR2zp07t2rVqu3bt4s/tdENaXkMvzb69rG/v794irb6N1GLJZctlOPi4vLZZ5/16tVr4sSJkZGRsg773HPPLVq0KDg4WNYBAQsoV94+Pj579+6dNWvWxx9/rHMfXzNVrlx57ty5fP0GxUUzVpQDNmM2GgDECQ0JCdmwYYPOm5hGXbt27dNPPxX/xo0YMeKTTz4pS5W3adMm8WNA66Y25ruVRwzxhv81eoVsOLjOnTufPXt22bJl4qmkc/8gczRr1uzPf/7zyJEjnZycZKUHWEOt8nZ1dZ0xY8bgwYOnT5++Y8cOo5cHNemJJ54YPXq0+KlatWpV6RmiDKMZK8phm7ESHwDEKRAV88EHHzx8+NDig2RmZq5du3bLli3iL2ns2LES0ysV+/btmzp16pkzZ0o7ETgQZ2fnMXl27dq1atWqPXv26HzxsSh/f/8BAwYMHz68U6dOJZYjYCHlyrtRo0Zbt269ePHiggULxC9E32DmbwwKCnrllVfEn9TwlQbATDRjRTl4M1ayA0BycvLgwYPz5yErpaSkjBs3bu/evWFhYZ6enlKOaWMPHjx47733vvrqq9JOBI6rRx7xw+DYsWNHjx69dOnS5cuX4+LiUlNTxVMsKytLPLmeeOKJqlWr1qpVq27dui1btgwODm7SpAkv+cP+qVXejRs3/vLLLxcvXhwREXH48OHIyMgLFy7cvn1bpCoSdnd3r1ixore3t8hTZNisWbOuXbuWpVdeYTM0Y4XQjJUr0QHgxo0bvXr1MnrFA4P27duLimzXrl3NmjXzr3hw/Pjx3bt3b9iwQevzkWL07NChw86dO5V76/Pnn3/u169fVFSUzp6goKCXX35Z/EASPxh8fHw8PDySkpLu3LkTExNzPs+PP/5o9K7yQLE4Ozu3zlPaiQDyqVXeYvZQKFsoh2asEJoxg5IaABITE7t166Z1fsUJXbFixQsvvFDwQZ88zzzzzMiRI2fPnj1t2rQ1a9YY/e2nTp0S1VysuyeWuiNHjgwYMEAUkNYGUY6hoaHNmzcv9LhfnkaNGvXo0cPwSHR09K5du8TTUpwByz4/CgAAyjyasUJoxvKVyADw8OHDPn36aBWcGKrCwsLEOKVzBH9//1WrVnXv3v311183+lWV06dPDxo06Pvvv1fiAuR79uzp379/enq60VUxPa9cuVKcMTOPVqdOHcOnXcUUKw5r5ZfeAABA2UMzVgjNWEElMgBMnjz5xIkTRpfEsLh+/XpXV7PijhgxwtPTc8iQIUa/TL1v376PPvrI/u98fvLkSfE00yq4hg0bioq07GOdDRo0GDhwoBjQrUsQAACUNTRjBdGMFSJ/APjuu++WLl1qdEmcWTFumllwBuKchoSEiNoyujpz5swePXq0bdvWkkRt4pdffundu3f+tWMLadSo0cGDB6tUqWLx8bt166ZczQEAgBJFM1YQzVhRkgeAhw8fvvPOO1qrCxcu9PX1Le4x33///fDwcDG6FV3Kzs5+8803IyMji1XHNpOVlTV8+PDExESjq5UqVdqxY4c1BSe0a9fO3d1da6IFAACOhmasIJoxoyT/Vc2bNy8uLs7oUuvWrQcMGGDBMZ2cnObOnduhQwejq1euXFmyZMn48eMtOHJJ+9vf/mb0qWKwcuXKevXqWRnCw8NDlN2+ffusPA4AACgbaMYKohkzSuYAkJSU9Nlnn2mtTp061eIji9PauXPnH374wehqaGjoa6+99uSTT1p8/JJw9OjRzz//XGtVDKP9+/eXEqhr165q1RwAACghNGMF0YxpkTkALF68ODk52ejSU0891bdvX2sOPmHCBK2aS0xMXL58+ZQpU6w5vnQTJ07UuiyUmBR1yrG4unXrNn36dFlHAwAA6qIZK4hmTIu0ASA7O3vJkiVaq0OHDrXyElH9+vWrWrVqQkKC0dWFCxdOnjzZfu5Uunr1ap33m8aNG1e9enVZsVq0aFG5cuU7d+7IOiAAAFARzVhBNGM6pA0Amzdv/u2337RWRcVYeXxnZ+eBAwcuW7bM6Gp0dPS2bdvEBiujSJGVlRUSEqK16ubm9pe//EViOPFM03oqAgAAx0Ezlo9mTJ+0AWDt2rVaS15eXu3bt7c+xKBBg7RqTli3bp2d1Nw333yj9eWbcnm33vDz87NlPgAAwBHQjOWjGdMnZwBISUnZs2eP1mpwcLCUK0OJwhXHMXovunJ5l7xNS0sT9W19ICvNmTNHZ3XMmDE2ywQAADgImrGCaMb0yRkAtm/fnpGRobXapk0bKVFEPbVq1SoiIsLo6qNHj3bs2DF8+HApsSy2d+/eyMhIrVV/f/+OHTvaMh8AAOAIaMby0YyZJGcA+Pbbb3VWW7ZsKSVKubzr12rVnBAeHl7qNbd69Wqd1UGDBtnPl2MAAECZQTOWj2bMJDkDwMGDB3VWGzduLCWK0Lx5c53VAwcOyApkmQcPHmzbtk1ng6zLzQIAABREM2ZAM2YOCQPA1atXb968qbVavnz5+vXrWx/FQL/m4uLioqKiJIYrri1btqSlpWmturq6Svn+DQAAQEE0Y/loxswhYQA4dOiQzmqtWrWsvOhsQQ0aNNDfIMbfUqy5TZs26ay2atXKHr4WAwAAyhiasXw0Y+aQMACcOnVKZ7VmzZrWh8jn4eFRrVo1nRn3zJkzEsMVS05Ojtbt8Qzatm1rs2QAAIDjoBkzULoZu3Xr1vz588PDw69fvy7+t27dun379p00aVLVqlWlx5IwAJw7d05nVW7NCYGBgTo1p59MiTp58qTWzbcNWrRoYbNkAACA46AZM1C3GduwYcNbb72Vmpqa/8j5PAsWLFi1atXgwYPlhpMwAOhcaEkQM6L1IQqqUaOGzqo4U3LDmW/fvn36G+y25krO3bt3V65cWdpZSNO4ceNevXqVdhawF5Q3YFcc/ClJM2agaDO2efPmESNG5ObmFl0SI8HQoUPFhgEDBkiMaO0AEBsbe//+fZ0NlStXtjJEIf7+/jqrYuyLi4sLCAiQG9QcR44c0Vl1c3Mz+Zm5suf27dtyb7Vdul599VU6JOSjvAG74shPSZqxfCo2Y3fu3Bk9erTR7t9ALP3xj3+8du2ar6+vrKDWDgCGTynpqFKlipUhCjE5xUZHR5dKzenPu7Vr13Z2drZZMgAAwEHQjOVTsRmbP3++/vwm3Lt3b8GCBe+//76soNYOADExMfobKlWqZGWIQvz8/PQ33Lhxw/bf8EhJSRHzt86GwMBAmyUDAAAcB82YgaLN2Pbt283ZtnXrVpUGgIoVK1oZohBvb2/9DSZTKgn6n70T6tWrZ5tMAACAQ6EZM1C0Gbt27Zo526KioiQGlfAdAP0N0mvOx8dHf4PJlErCpUuX9DdUr17dNpkAAACHQjNmQDNmPmsHgMTERP0N0mvO5Bcg7ty5IzeiOX799Vf9DfpflwEAALAMzZiBos1Y3bp1Tb53UU722xfWDgB3797V3+Dp6WlliEJM3r8tKSlJbkRz6FwN18BkzcXHx584ceLMmTMXL14Uc7Mo4pSUlAcPHpTLO4fiqVujRo3atWsHBQU9//zzbdu29fDwkJY9AABQFs2YgaLNWJ8+fcwZAPr27Wt9rHwlPgBI71NNFrHJlEqCqBj9DVpfwD98+PDGjRv37Nmj875VZmbm/fv34+Lijh07tmHDhnJ5J6Fr166jR4/u16+fHX6fPV+DBg0ePnxY2llII/E+6igDKG/ArjjyU5JmzEDRZmzChAkLFiwwjBlaKlSoILZZHKKoEh8A3N3drQxRiH3WnMmhs9C7b1FRUevWrQsLCzN56S6jxL9xO/LUqlUrNDR01KhRTk5OFhzHBqQXAGA/KG/ArjjsU5JmzEDRZqx69epLlix57bXXdPZ89dVXJq+8VCzWDgBpaWn6G6TXnMkp1mRKJcHkZ93E6Gb4xc6dO2fOnKl/owrzxcTEvPHGG6Juvv7667p160o5JgAAUAjNmIG6zdjIkSNzc3PHjh1b9H0ALy8v0f2PGDFCRqb/Ye0AkJGRob9B+tvKrq4mcjaZUkkw+bajqLnw8PCPPvro5MmT0qNHREQEBQVt3LixW7du0g8OAADsGc2YgdLN2KhRo8Rv/Oc//yky/OWXX8rlfeu3b9++EyZMKInvLls7AGRmZupvkF5zJg9oMqWSkJ6err/hpZdeMucbHhZLSUkRVbJ+/fpBgwaVXBQAAGBvaMYMVG/GqlWr9l95pCdWVIkPANK/omqy5kpl6DRZc0YLztPTUwyLTz/9dGAeMepVqlSpwr+JP0hSUlJUVNTRo0e3b98u/qsfQvxdvPrqq/v373/xxRct/5MAAACl0IwZ0IyZz9oBICsrS3+D9C+n2ufQ+ejRIzN31qhRo2vXri+88EJwcPCzzz6r88fx8PB4Kk+HDh3++te/nj17dsqUKQcOHNBPY/DgwRcuXDB5hw4AAFA20IwZ0IyZz9oBQMyU2dnZUlIxU25urv6GUrmYncnnXrt27XrnEXVmWQgxnoqB8qM8Otvi4+MnTpy4Zs0ay6IAAAC10IwZ0IyZz9oBwM3NTb/mcnJy5L7xZLLERUoSw5lJBNV/t+vQoUNSAn3wwQfiWRcaGqqzJywsbNKkSS1atJASEQAA2DOasfygNGNmkjAA6L/hIkrExjVXvnx5ieHMJILq15yYSk1+Zd5MH3744cE8WhtEUYo927ZtkxIOAADYM5qx/KA0Y2aSMADobxBDp5UhCrHPodNkoYu0ZdWc8M9//jMoKEjnDbjw8PDY2NiaNWvKiggAAOwTzZgBzZj5rD0LJm8tIUYxubefMPkNj1K5EaDJmhNDp8TEmjVr1rNnz++++05rg3iqr169OiQkRFZEAABgn2jGDGjGzGftAODt7R0fH6+zIT09vdCNl61k8i4PIiWJ4czk5eWlv0E8VUzuKZbXXntNp+aE7du322fNAQAAiWjGDGjGzGftAODr66u/wfxLMpnJ5AFNplQSKleufO3aNZ0NqampYo/EiH369HF1ddX5wvvp06cTEhKqVq0qMSjMIf1qa9Bi8jIUkI7yhg6ekqWFZsyAZsx81g4AJi9xKr3mTA6dpXLV1SpVquhvSEtLkxuxQoUKrVq1ioiI0Nog/iEWq/369ZMbF/poj2xJnG0aDluivKGPp2RpoRkzoBkzX4m/AyCGLStDFHLv3j39DaUydJqsOennQWjRooVOzQlnzpyxw5orw2iPUIZR3oDdohkzoBkzn7UDQLVq1fQ3pKSkWBmiEJM1ZzKlkmDyzZ07d+5ID9q0aVP9DRcvXpQeFAAA2BWaMQOaMfNZOwCYvLaR7YfOUrncUp06dfQ3JCYm2j5oXFyc9KAAAMCu0IwZ0IyZz9oBoFatWvobTJZIcSUlJelvMJlSSQgMDNTfUBI1V6NGDf0N9llzAABAIpoxA5ox85X4OwDS3225deuW/oZSGTpN1tzNmzelB61UqZL+hvv370sPCh18+w1lGOUN2C2aMQOaMfNZOwDUr19ff4Pta87kX39JqFOnjouLi86N8WJiYqQHNXmRXZNf0gcAAKqjGTOgGTOfhMuABgQE6Ly7kZCQYGWIQvSnN5FMqdx7ws3NrWHDhhcuXNDacOPGDelBTd7xLj09XXrQYklOTl6/fn3p5iDRM88807lz59LOAvaC8gbsiiM/JWnGDGjGzGftAFAu7+vPOjUn/ZNP169f109GbjjzBQcH69RcdHS09Igma87khpIm/oEYO3Zs6eYg0auvvkqHhHyUN2BXHPwpSTNmQDNmJgkDQLNmzXbt2qW1Ghsba32IgvT/8kqx5p5//vlVq1ZprYp/mO7duyf3vhg6b3IZeHh4SAwHAADsE82YAc2YmSQMAOJc66zKrbn4+Hj9j1LpJ1OixNCpv+HixYtt2rSRGDEzM1N/g5eXl8RwAADAPtGMGdCMmUnCANC+fXud1YSEBInDVmRkpDXJlKgWLVpUqVJF5wpT58+fl1tzJu/sXSq34QAAADZGM2ZAM2YmCQOA+IPVr18/KipKa4PEYeunn37SWa1Xr1716tWlBLKAk5NTjx49vv76a60NR48eHTNmjMSIycnJ+hueeuopieEAAIB9ohkzoBkzk4QBQOjUqZNOzV24cEFWzZ09e1ZntWPHjlKiWKxXr146NXfkyBG54UzehsPk3ekAAEDZQDNmQDNmDjkDQP/+/ZcvX661euzYsbfffltKoH/961/6aUiJYrHevXu7u7trXe/p2rVrcXFxAQEBssL99ttv+hueffZZWbEs4+zsLE5I6eYgkX1+kR+lhfIG7ApPSZoxA5oxc8gZALp3716xYsWUlBSjqxEREVKiREdH63yLxcvLq0ePHlICWczHx2fAgAEbNmzQ2vDtt99KfOPJ5Hd6goKCZMWyzNNPP22f978ArEd5A3aFpyTNmAHNmDnkDABiTu3Tp4/WDTguXbqUmJhYpUoVK6Ps3btXZ7Vnz572cKGlP/7xjzo1t337dok19/PPP+usin8FmjdvLisWAACwZzRj+WjGTJIzAAhvvPGGVs3l5uZ+//33I0eOtDLE5s2bdVZHjx5t5fGl6NatW+3atbVuNSeeNrdv3/bz85MS6/z58zqrXbp0cXWV9vcLAADsHM2YAc2YSdJy6t69u87Xz3fs2GFlzd27d2///v1aq/Xq1RNDpzXHl8XZ2Xnq1Knjxo0zupqZmbl69WqxwfpAOTk5x48f19nQt29f66MAAABV0IwZ0IyZJHMoeffdd6dMmWJ0SdSclRegFX9VGRkZWqtjx451cnKy+OByvfnmmx9//HF8fLzR1S+//FKcJevHwSNHjqSmpmqtPvHEE0OHDrUyBAAAUAvNmAHNmD6ZA8Bbb701c+bMhISEokuPHj0KCwsbP368ZUfOzc0Vf1Vaq35+fn/6058sOKx4Jqxbt06Mbrdu3fL09BSTa58+fcaMGWPlFVvLly//97//XesPe+PGjRUrVlj/4bNNmzbprL7yyisVK1a0MgQAAFALzZiBcs3Yzp0716xZc+zYMcN5CAwMFOfhnXfeKaHbCMgcACpUqBASEjJhwgSjq3PmzBEn2s3NzYIjr1279urVq1qrM2bMKO5tlhMTE4cPH17wbaz09PTTeT7//PNPPvlk4sSJFuSZTzwHVq1aderUKaOroaGhIrq3t7fFx3/w4IE4J1qrzs7O06ZNs/jgAABAUTRj+VRpxu7evfuHP/xh165d+Y+I83Aqz+zZs8V5mDRpksVJapH8vQRRVfPnz7927VrRpZiYmEWLFlnwZ0hLSxOlrLX69NNPF3fizMrK6t2798mTJ42uir/OyZMn3759W5zx4iVagPhb/+qrr4KDg3NycoquxsfHT5kyRYyeFh9/3rx59+7d01oVZdSgQQOLDw4AANRFM2agRDOWnZ3dp08frYu0Pnz4UCSZkJBgzXkwSvIAIGZKcSo7d+6cm5tbdFWUTr9+/QIDA4t1zLFjx/76669Gl1xcXNasWVPcj3CJDLUKLt/MmTNbt25tzVc3WrZs+UEeo6tiJO3QocPrr79uwZHFU3rWrFlaq76+vmJetOCwAACgDKAZy2f/zZjIweQtGqw/D0XJvzKROJUTJ04UU1HRJTE+Dhs27MCBAxUqVDDzaGKEDQsL01qdOnXqiy++WNwM/+d//secbX/+85/FTGbN11nEc+z48ePh4eFGV9955x1/f//ifl8+OTl5yJAhOt84EWdeHLZ4iQIAgDKEZiyfnTdj//3f/23ONuvPQyElcmlSMamcOHHiyJEjRZdOnz4tJpitW7ea8yX0L7744r333tNa7dGjR2hoqAXpnTt3zpxtV65cEeVi5bwlnjCdOnX66aefii5lZmb2799/0aJF5t+aOzY2dtCgQUaPZjBu3LhRo0ZZmCsAACgraMby2XMzZsvzUFCJDADu7u7btm1r06aNSLfo6qFDh1q2bLl8+fIuXbpoHSEmJmbSpEmiNLU2PPfccxs3bnRxcbEgPa27ZBe1c+dOK8+1t7f3vn37XnrpJaOFkpWVNWbMmM2bN4tnV8OGDXWOk56evnTp0g8//PDu3btae0QFG531AQCAo6EZy2fPzdj9+/fN3Gn9eSiopG5OVqlSpd27d/fs2fPy5ctFV6Ojo7t27RocHDxs2LCOHTvWqlXL19c3NTX19u3bERERYsQRfw3i70Pr4KKaRU0X98vmBXO7deuWOTuNzs0WhNu/f78YFsWTzeiGXbt2NW7cWMymAwYMaN26de3atcVvEY+LEyKee5GRkT/88IM4ITpfNBGGDh0qBlzLnoQAAKDsoRkrGM4+mzEbn4d8JXh3YlFJP/7448CBA7XO9fE8xT2sKNPVq1eLudbixESt79ixw5ydN2/etDhKQeIZJUbP6dOnz5kzR2vPgTwWHNzV1TU0NJTrfgIAgEJoxvLZZzNm+/NgUIIDgODj47N3795Zs2Z9/PHHOreOM1PlypXnzp1r/Wfcx40bZ+a51p/zikWMg5999lmvXr0mTpwo5khZh33uuecWLVokqkfWAQEAQFlCM5bPDpuxUjkP5Up6ACiXNxLNmDFj8ODBYuQSf0KjV6Qy6Yknnhg9enRISEjVqlWtT6l79+7vvvvu4sWLTe60+I0tLZ07dz579uyyZcvEk0fnbhrmaNas2Z///OeRI0faz223AQCAHaIZK8iumjFxHsaMGfPVV1+Z3Cn3PJT4AGDQqFGjrVu3Xrx4ccGCBeIXZn7aSQgKCnrllVfEqTF8EkuWhQsX1qpVSzwZdD7cVi7v3SKJQQ2cnZ3H5Nm1a9eqVav27Nmj81WSovz9/QcMGDB8+PBOnTpJzw0AAJRVNGP57KoZ+/LLL2vXrv3+++/b8jzYaAAwaNy4sfhDimkvIiLi8OHDkZGRFy5cuH37dkpKSmpqqru7e8WKFb29vevWrdukSRMxVHXt2jUgIKCEkpk6dWqXLl3efPPN8+fPa+2RW+iF9MiTk5Nz7Nixo0ePXrp06fLly3FxceJUiBMiisDT01NM22LOFk8PcU5atmwZHBwszgwv+QMAAMvQjBVkJ83YtGnTxHm25Xmw6QBgIE5Z6zy2D11Iq1atTp069be//U3r6yD169cv6RzEDGonZwMAADgImrGC7KEZs/F5KIUBwK64urp+9tlnycnJy5YtK7r6/PPP2z4lAAAAx0EzZmDL8+DoA4DBtGnTHLzmAAAAShHNmIFtzgMDwGM1atQo+qCnp2erVq1snwwAAICjoRkzMHoePDw85J4HBoDHkpKSij7Yq1cvUXa2TwYAAMDR0IwZGD0PPXv2lHseGAAeu3jxYtEH33rrLdtnAgAA4IBoxgxscx4YAB7bs2dPoUeaNGkihq1SSQYAAMDR0IwZ7N69u9AjDRs27N27t9woDADl0tPTV65cWejBmTNnlkoyAAAAjoZmzMBm54EBoNzs2bNv375d8JGBAwf27du3tPIBAABwKDRjBp9++mlCQkLBR8RJGDBggPRAjj4AHD169B//+EfBR6pXr75kyZLSygcAAMCh0IwZHD58+OOPPy74SLVq1ZYuXVoSsRx6ADhx4kTv3r0zMzPzH/H09NyyZYufn18pZgUAAOAgaMYMIiIi+vTpk5WVlf+Ih4fHpk2bxAxQEuEcdwBYtmzZxIkTHz16lP9I+fLlRcEFBweXYlYAAAAOgmbMYMmSJZMnT05PT89/RJwH0f23bt26hCI64gBw4cKFSZMm7du3r+CD3t7eouA6depUSkkBAAA4Cpoxg/Pnz4sR6MCBAwUfFOdBdP9dunQpubiONQBERETMnTtX1FZ2dnbBx5s2bfq///u/DRo0KK3EAEVduXJl//79F/LExsbev38/JSVFPL+ezBMQENCkSRPx/BL/ijVq1Ki0kwWKR8XyVjFnOBqaMQNxHj7//HNxHnJycgo+Lp6k4jw0bNiwRKM71gDQpk2bQo84OzuPHz9+1qxZHh4epZISYNLFixenTJmSf2HgQv9SlArRWCxevHjz5s1Xr141uuFOnuvXrx8+fNjwSGBg4JAhQ8TTTbQgNswU9o7ylkLFnOGwaMYMip4HFxeXcePG2eY8ONYAUEinTp1mz5793HPPlXYigHHiB/b777+/dOnSQi+TlCLRQISEhGzYsKHgF5XMce3atU8//XTu3LkjRoz45JNP6DlAeUuhYs5AQTRjBp07dxbnoWXLlrYJ54gDgBg0e/Xq9d577znUh8yglszMzAULFvzjH/9ITk4u7Vx+l5OTI3qFDz744OHDhxYfRPy51q5du2XLllmzZo0dO1ZielAI5S2FijkD+WjGDMR56N27tzgPHTt2tGVcxxoAmjRpMmzYsJEjR9apU6e0cwE0bdu27S9/+UtUVFRpJ/IfolEbPHjw/v37pRwtJSVl3Lhxe/fuDQsL8/T0lHJMqILylkLFnAEDmjEDw3kYNWpU7dq1bR/dsQaA8+fPl3YKgJ5z585Nnjz5hx9+KO1E/p8bN2706tXr8uXLWhvat28vepF27drVrFnT19c3NTX19u3bx48f371794YNGzIyMoz+ri1btnTo0GHnzp1Vq1YtsdxhRyhvR84ZyEczZlC658GxBgDAbokfzzNmzFi5cqU9fAmyoMTExG7dumm9Xtu4ceMVK1a88MILBR/0yfPMM8+MHDly9uzZ06ZNW7NmjdHffurUKdHHHDhwoEKFCvJTh92gvB08ZwD2hgEAKGUZGRlffPHFf/3Xf6WkpJR2LoU9fPiwT58+Wq3Gyy+/HBYWpn+xAn9//1WrVnXv3v311183+iXF06dPDxo06Pvvv3dxcZGTNOwJ5S23vFXMGYAdYgAAStPGjRunTp0aHR1d2okYN3ny5BMnThhd6tWr1/r1611dzfo3ZMSIEZ6enkOGDDH6AvC+ffs++uij0NBQq3KF/aG8y8kubxVzBmCHGACA0nHq1KlJkyYdOXKktBPR9N133y1dutToUkBAQFhYmJmthsHAgQNDQkJEV2F0debMmT169Gjbtq0licL+UN4FySpvFXMGYJ8YAABbi4+Pnz59+rp163Jzc0s7F00PHz585513tFYXLlzo6+tb3GO+//774eHhJ0+eLLqUnZ395ptvRkZGFquDgR2ivIsuSSlvFXMGYLd4YgO28+jRo9mzZ3/22WdpaWlGN9SoUWPEiBFij40TK2revHlxcXFGl1q3bj1gwAALjunk5DR37twOHToYXb1y5cqSJUvGjx9vwZFhDyjvEi1vFXMGYLcYAAAb+eabb6ZNm/brr78WXfL29h48ePDIkSM7duwofiSXeoeUlJQk2jit1alTp1p85Hbt2nXu3FnrQpChoaGvvfbak08+afHxUVoo73IlWd4q5gzAnjEAACXu+PHjEydOPHbsWKHHy5cv36tXL9EY9e3b193dvVRyM2rx4sVat2h96qmnRLbWHHzChAla3UZiYuLy5cunTJlizfFhY5R3QSVU3irmDMCeMQAAJe6vf/1rwfbIycmpbdu2ojF65ZVXLPjYbknLzs5esmSJ1urQoUOtvDhgv379qlatmpCQYHR14cKFkydPFqfImhCwJcq7oJIobxVzBmDnGAAA22ncuPGrr776hz/8oVTu+22mzZs3//bbb1qrolew8vjOzs4DBw5ctmyZ0dXo6Oht27aJDVZGge1R3uVKprxVzBmAnWMAAErcU089NXny5JEjR7Zo0aK0czFt7dq1WkteXl7t27e3PsSgQYO0ug1h3bp1dBsKobwLkV7eKuYMwM4xAAAl7uuvvy7tFMyVkpKyZ88erdXg4GAp1wQULYs4jtG7kJbLu9h5Wlqa6GysDwQboLwLkVveKuYMwP4xAAD4j+3bt2dkZGittmnTRkoU0Um0atUqIiLC6OqjR4927NgxfPhwKbGAfCqWt4o5A7B/DAAA/uPbb7/VWW3ZsqWsQK1bt9bqNoTw8HC6DUinYnmrmDMA+8cAAOA/Dh48qLPauHFjWYGaN2+us3rgwAFZgYB8Kpa3ijkDsH8MAAB+d/Xq1Zs3b2qtli9fvn79+rJi6XcbcXFxUVFREsMBKpa3ijkDUAIDAIDfHTp0SGe1Vq1aVl5uvKAGDRrobzh48CDdBiRSsbxVzBmAEhgAAPzu1KlTOqs1a9aUGMvDw6NatWo6r26eOXNGYjhAxfJWMWcASmAAAPC7c+fO6azK7TaEwMBAnW5DPxmguFQsbxVzBqAEBgAAv4uMjNRZrVatmtxwNWrU0Fk9f/683HBwcCqWt4o5A1ACAwCAx2JjY+/fv6+zoXLlynIj+vv766wmJyfHxcUFBATIDQrHpGJ5q5gzAFUwAAB47Pr16/obqlSpIjeiydcvo6Oj6TYghYrlrWLOAFTBAADgsZiYGP0NlSpVkhvRz89Pf8ONGzfatm0rNygck4rlrWLOAFTBAADgMZPdRsWKFeVG9Pb21t9gMiXATCqWt4o5A1AFAwCAx2JjY/U3SO82fHx89DeYTAkwk4rlrWLOAFTBAADgscTERP0N0rsNX19f/Q137tyRGxEOS8XyVjFnAKpgAADw2N27d/U3eHp6yo3o5eWlvyEpKUluRDgsFctbxZwBqIIBAMBjJrsNDw8PuRFNti8mUwLMpGJ5q5gzAFUwAAB4zOSPdnd3d7kR6TZgMyqWt4o5A1AFAwCAx9LS0vQ3SO82TL5+aTIlwEwqlreKOQNQBQMAgMcyMjL0N7i4uMiN6Opq4t8fkykBZlKxvFXMGYAqGAAAPJaZmam/QXq3YfKAJlMCzKRieauYMwBVMAAAeMzkj3ZnZ2e5EU12G7zcCFlULG8VcwagCgYAAI9lZWXpb3BycpIbkZcbYTMqlreKOQNQBQMAgMecnZ2zs7NtGTE3N1d/g/RPOMBhqVjeKuYMQBUMAAAec3Nz0+82cnJy5H7kwGRzI1KSGA6OTMXyVjFnAKpgAADwmPjR/ujRI50NojmwcbdRvnx5ieHgyFQsbxVzBqAKBgAAj5l8bS8nJ0duRF5uhM2oWN4q5gxAFQwAAB4zeVOhjIwMuTce0n91s1wJ3OcIDkvF8lYxZwCqYAAA8Ji3t3d8fLzOhvT09IoVK0qM+PDhQ5MpSQwHR6ZieauYMwBVMAAAeMzX11d/g8lXB4vL5AFNpgSYScXyVjFnAKpgAADwmI+Pj/4G6d2GyZcbTaYEmEnF8lYxZwCqYAAA8JjJ1/ZSU1PlRrx3757+Bl5uhCwqlreKOQNQBQMAgMeqVaumvyElJUVuRJPdhsmUADOpWN4q5gxAFQwAAB6rWbOm/gbbv9xoMiXATCqWt4o5A1AFAwCAx2rVqqW/wWRzUFxJSUn6G0ymBJhJxfJWMWcAqmAAAPCYydf27ty5IzfirVu39DfwciNkUbG8VcwZgCoYAAA8Vr9+ff0Ntu82AgMD5UaEw1KxvFXMGYAqGAAAPObj4xMQEBAXF6e1ISEhQW7Emzdv6qyKZLjrEGRRsbxVzBmAKhgAAPyuadOmOt2GzpJlrl+/rp+M3HBwcCqWt4o5A1ACAwCA3zVr1mzXrl1aq7GxsXLDRUdH66zSbUAuFctbxZwBKIEBAMDvnn/+eZ1Vud1GfHy8/m1H9ZMBikvF8lYxZwBKYAAA8Lv27dvrrCYkJNy7d8/Hx0dKrMjISGuSAYpLxfJWMWcASmAAAPC7atWq1a9fPyoqSmvDxYsX27RpIyXWTz/9pLNar1696tWrSwkEGKhY3irmDEAJDAAA/qNTp0463caFCxdkdRtnz57VWe3YsaOUKEBBKpa3ijkDsH8MAAD+o3///suXL9daPXbs2Ntvvy0l0L/+9S/9NKREAQpSsbxVzBmA/WMAAPAf3bt3r1ixYkpKitHViIgIKVGio6N1vr/o5eXVo0cPKYGAglQsbxVzBmD/GAAA/Ef58uX79Omzfv16o6uXLl1KTEysUqWKlVH27t2rs9qzZ08PDw8rQwBFqVjeKuYMwP4xAAD4f9544w2tbiM3N/f7778fOXKklSE2b96sszp69Ggrjw9oUbG8VcwZgJ1jAADw/3Tv3l3nwiM7duywstu4d+/e/v37tVbr1avXs2dPa44P6FCxvFXMGYCdYwAAUNi77747ZcoUo0ui27Dy0uOrV6/OyMjQWh07dqyTk5PFBwdMUrG8VcwZgD1jAABQ2FtvvTVz5syEhISiS48ePQoLCxs/frxlR87Nzf3yyy+1Vv38/P70pz9ZdmTATCqWt4o5A7BnDAAACqtQoUJISMiECROMrs6ZM2fMmDFubm4WHHnt2rVXr17VWp0xY4aXl5cFhwXMp2J5q5gzAHvGAADACNFPzJ8//9q1a0WXYmJiFi1aNGnSpOIeMy0tTTQxWqtPP/00rzXCNlQsbxVzBmC3GAAAGOHm5rZixYrOnTvn5uYWXRVNQ79+/QIDA4t1zLFjx/76669Gl1xcXNasWePqyr9IsAUVy1vFnAHYLZ7bAIzr0KHDxIkT582bV3QpLS1t2LBhBw4cqFChgplHmz9/flhYmNbq1KlTX3zxRcvyBCygYnmrmDMA+8QAAEDTzJkzT5w4ceTIkaJLp0+f7tu379atW825/MgXX3zx3nvvaa326NEjNDTUmjwBC6hY3irmDMAOMQAA0OTu7r5t27Y2bdpcuXKl6OqhQ4datmy5fPnyLl26aB0hJiZm0qRJoinR2vDcc89t3LjRxcVFSsKA+VQsbxVzBmCHGACAUpCbm3vr1q04Y7Q+kpvP29u7Ro0aAUWIB/38/KRfsbtSpUq7d+/u2bPn5cuXi65GR0d37do1ODh42LBhHTt2rFWrlq+vb2pq6u3btyMiIsLDwzdv3pyVlaV1cNHHiG6Gy4yUMZS3QQmVt4o5A7A3DABAifvmm29E31OwDYqPj8/OzrbsaCkpKZfyFF1ydXWtXr16wbapbt26Q4YMsS79cqKH+PHHHwcOHHjo0CGjG47nKe5hRYOyevVqd3d3K9ND6aK8jSrR8lYxZwB2hQEAKHGvv/66xf1QsWRlZcXmyX+kcuXK1ndIgo+Pz969e2fNmvXxxx/r3DTUTCKruXPnjho1yvrEUOoo70JsU94q5gzAfjAAADCLq6vrjBkzBg8ePH369B07dhi9FqFJTzzxxOjRo0NCQqpWrSo9Q8BiKpa3ijkDsBMMAACKoVGjRlu3br148eKCBQvEL27dumXmbwwKCnrllVfGjBlTqVKlEs0QsJiK5a1izgBKHQMAUOIyMzNLOwXJGjdu/OWXXy5evDgiIuLw4cORkZEXLly4fft2SkpKamqqu7t7xYoVvb2969at26RJk2bNmnXt2jUgIKC0s0aJoLztobxVzBlAKWIAAGAhJyen1nlKOxFAPhXLW8WcAZQKBgAAAADAgTAAAAAAAA6EAQAAAABwIAwAAAAAgANhAAAAAAAcCAMAAAAA4EAYAAAAAAAHwgAAAAAAOBAGAAAAAMCBMAAAAAAADoQBAAAAAHAgDAAAAACAA2EAAAAAABwIAwAAAADgQBgAAAAAAAfCAAAAAAA4EAYAAAAAwIEwAAAAAAAOhAEAAAAAcCAMAAAAAIADYQAAAAAAHAgDAAAAAOBAGAAAAAAAB8IAAAAAADiQ/wN/xuaqiO3AwQAAAABJRU5ErkJggg==)
5=5,0; 5=5,00; 5=5,000; 5=5,0000.
1-тәсіл. Ондық бөлшектерді координаталық сәуледе салыстыру.
О 0,30
0 0,3 0,5 1 1,7 2 2,4
0,3 < 0,5 1 > 0,5 1,7 < 2,4
0,3 = 0,30 1 < 1,7 2,4 > 2
2- тәсіл. Ондық бөлшектерді разрядтары бойынша салыстыру.
3 - тәсіл. Ондық бөлшектерді натурал санға түрлендіріп, салыстыру.
6,345 және 6,35 0,239 және 0,24
6345 < 6350 239 < 240
V.Қызығушылықты ояту.
а) Ауызша тапсырмалар
6,2 мен 7,1
5,73 пен 5,69
Достарыңызбен бөлісу: |