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Latihan · Akal Pintar
Latihan

Latihan tambahan

3 soalan untuk mengukuhkan unit Akal Pintar. Jika salah, baca petunjuk dan cuba lagi.

Soalan 1 / 3Latihan tambahan
□ ÷ 1 000 = 91. □ = ?
倒推除以一千 = cari nombor sebelum ÷ 1 000 被除数 = 商 × 除数。这里除数是一千,所以把商乘一千,也就是在后面补三个 0。写好以后,再除以一千检查一次。 例子:□ ÷ 1 000 = 8 → □ = 8 000。 注意:补的 0 要和除数的 0 一样多,写完数一数。
work back from ÷ 1 000 = cari nombor sebelum ÷ 1 000 The number divided = answer × divisor. Here the divisor is one thousand, so multiply the answer by one thousand by writing three zeros after it. Then divide by one thousand once more to check. Example: □ ÷ 1 000 = 8, so □ = 8 000. Watch out: write as many zeros as the divisor has, and count them when you finish.
Soalan 2 / 3Latihan tambahan
5 300 ÷ 10 = 53 000 ÷ □. □ = ?
两边相等 = kedua-dua belah sama 等号两边的值一样。先把左边算出来,得到一个数;再问自己:右边的被除数要除以多少,才会得到这个数?如果右边的数是左边的值后面多了几个 0,就看多了几个 0 来决定除数。算好以后,把除数放回去,两边各算一次检查。 例子:60 ÷ 2 = 120 ÷ □,左边是 30,120 ÷ 4 = 30,所以 □ = 4。 注意:等号不是“写答案”的意思,而是“两边一样大”;先算左边,不要直接照抄左边的除数。
both sides equal = kedua-dua belah sama The two sides of the equals sign have the same value. Work out the left side first to get a number. Then ask: what must the number on the right be divided by to give that same number? If it is the left-hand value with extra zeros, the number of extra zeros tells you the divisor. Put the divisor back and work out both sides to check. Example: 60 ÷ 2 = 120 ÷ □; the left side is 30 and 120 ÷ 4 = 30, so □ = 4. Watch out: the equals sign means both sides are the same size, not write the answer here; work out the left side and do not just copy its divisor.
Soalan 3 / 3Latihan tambahan
Nombor manakah ÷ 100 menjadi 705?
中间有零 = sifar di tengah 题目给出商和除数,要找被除数,就用乘法倒推:商 × 除数。这个商的十位是 0,乘一百时要把它照原样写下来,再在后面补两个 0。 例子:□ ÷ 100 = 208 → □ = 20 800。 注意:中间的 0 不能漏,漏了就变成另一个数。
a zero in the middle = sifar di tengah The answer and the divisor are given, so work back with multiplication: answer × divisor. This answer has 0 in the tens place; copy it exactly when multiplying by one hundred, then write two zeros after it. Example: □ ÷ 100 = 208, so □ = 20 800. Watch out: do not lose the middle zero, or you get a different number.

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