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除以十 = bahagi dengan 10 除以十，就是把末尾的一个 0 去掉，其他数字的次序不变，每一位都往右移一位。除以十以后，得数会变小，不会变大。 例子：5 170 ÷ 10 = 517。 注意：乘十是补 0，除以十才是去 0，方向不要弄反。

divide by 10 = bahagi dengan 10 Dividing by 10 removes the one zero at the end; the other digits stay in the same order, each moving one place to the right. The answer gets smaller, never bigger. Example: 5 170 ÷ 10 = 517. Watch out: multiplying by ten adds a zero and dividing by ten removes one, so do not mix up the direction.

除以两位数 = bahagi dengan dua digit 先看被除数前两位够不够除以 16，够就从那里开始。每一步问：有几个 16 最接近而不超过？有一步移下来的数比 16 小时，商的那一位要写 0，然后再移下一位。 例子：3 392 ÷ 16 = 212。 注意：用“商 × 16”检查，得数要刚好回到被除数。

divide by two digits = bahagi dengan dua digit See whether the first two digits can be divided by 16; if so, start there. At each step ask how many 16s fit without going over. When the number brought down is smaller than 16, write 0 in that place of the quotient before bringing down the next digit. Example: 3 392 ÷ 16 = 212. Watch out: check with quotient × 16; it must give exactly the number you started with.

分两步除 = bahagi dua langkah 25 = 5 × 5，所以除以 25 可以分成两步：先除以 5，再把得数除以 5。每一步都只是除以一位数，比直接除以 25 容易。 例子：2 175 ÷ 25 → 2 175 ÷ 5 = 435，435 ÷ 5 = 87。 注意：只除一次 5 就停下来，得数会大了 5 倍。

divide in two steps = bahagi dua langkah 25 = 5 × 5, so dividing by 25 can be done in two steps: divide by 5, then divide that answer by 5. Each step divides by one digit only, which is easier than dividing by 25 at once. Example: 2 175 ÷ 25: 2 175 ÷ 5 = 435, then 435 ÷ 5 = 87. Watch out: stopping after one ÷ 5 leaves an answer five times too big.

除以一千有余数 = bahagi 1 000 dengan baki 除以一千时，被除数的最后三位是余数，前面的数字是商。可以在倒数第三位的前面画一条线，把数分成两部分。 例子：23 109 ÷ 1 000 = 23 余 109。 注意：余数要比一千小；如果只隔开两位，就变成除以一百的答案了。

divide by 1 000 with a remainder = bahagi 1 000 dengan baki When dividing by 1 000, the last three digits are the remainder and the digits in front are the quotient. Draw a line before the last three digits to split the number into two parts. Example: 23 109 ÷ 1 000 = 23 remainder 109. Watch out: the remainder must be less than one thousand; splitting off only two digits gives the answer for ÷ 100.

平均分 = bahagi sama banyak 书平均分给学校，求每间学校得多少，用除法：总数 ÷ 学校数。前两位 12 不够除以 15，就从前三位开始。中间有一步不够除时，商要写 0。 例子：9 045 ÷ 15 = 603。 注意：写完商以后，用“商 × 15”验算，看能不能回到总数。

share equally = bahagi sama banyak Books shared equally among schools: to find how many each school gets, divide the total by the number of schools. The first two digits, 12, are smaller than 15, so start with the first three. When a step is too small, write 0 in the quotient. Example: 9 045 ÷ 15 = 603. Watch out: after finding the quotient, check with quotient × 15 to get back to the total.

用乘法想除法 = guna darab untuk bahagi 乘法和除法互相还原：如果 A × B = C，那么 C ÷ B = A。题目已经给出一个乘法算式，只要认出哪一个数是被除数、哪一个是除数，就能从乘法算式里直接找到商，不必再做长除法。 例子：因为 250 × 4 = 1 000，所以 1 000 ÷ 4 = 250。 注意：算好以后，用商乘除数，看看是否得回被除数。

use multiplication to divide = guna darab untuk bahagi Multiplication and division undo each other: if A × B = C, then C ÷ B = A. The question already gives a multiplication sentence, so find which number is being divided and which is the divisor, and the answer can be read straight from the multiplication without long division. Example: because 250 × 4 = 1 000, 1 000 ÷ 4 = 250. Watch out: after dividing, multiply the answer by the divisor to see if you get the starting number back.