1. 用计算器计算下面各题,你能发现什么规律?
$2424\div101=$ $2424\div202=$ $2424\div303=$ $2424\div404=$
$4848\div101=$ $4848\div202=$ $4848\div303=$ $4848\div404=$
$9696\div101=$ $9696\div202=$ $9696\div303=$ $9696\div404=$
根据上面发现的规律,直接写出下面各题的得数。
$5757\div101=$ $8484\div202=$ $6060\div505=$ $9191\div707=$
$2424\div101=$ $2424\div202=$ $2424\div303=$ $2424\div404=$
$4848\div101=$ $4848\div202=$ $4848\div303=$ $4848\div404=$
$9696\div101=$ $9696\div202=$ $9696\div303=$ $9696\div404=$
根据上面发现的规律,直接写出下面各题的得数。
$5757\div101=$ $8484\div202=$ $6060\div505=$ $9191\div707=$
答案
2. 先用计算器计算,看看有什么规律,再照样子写两道算式。
$9\times7=$ $81\div9=$
$99\times97=$ $9801\div99=$
$999\times997=$ $998001\div999=$
$9999\times9997=$ $99980001\div9999=$
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$9\times7=$ $81\div9=$
$99\times97=$ $9801\div99=$
$999\times997=$ $998001\div999=$
$9999\times9997=$ $99980001\div9999=$
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答案
3. 找规律,填一填。
(1)$9\times9 + 7 = 88$ (2)$(11 - 2)\div9 = 1$
$98\times9 + 6 = 888$ $(111 - 3)\div9 = 12$
$987\times9 + 5 = 8888$ $(1111 - 4)\div9 = 123$
$9876\times9 + 4 =$______ $(11111 -$______$)\div9 = 1234$
$98765\times9 +$______$ =$______ $( $______$ -$______$)\div9 = 12345$
(1)$9\times9 + 7 = 88$ (2)$(11 - 2)\div9 = 1$
$98\times9 + 6 = 888$ $(111 - 3)\div9 = 12$
$987\times9 + 5 = 8888$ $(1111 - 4)\div9 = 123$
$9876\times9 + 4 =$______ $(11111 -$______$)\div9 = 1234$
$98765\times9 +$______$ =$______ $( $______$ -$______$)\div9 = 12345$
答案
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