Teroka Ria

涂偶数 = warnakan nombor genap 方格里有十六个大小不同的数，要把全部偶数涂上颜色。不管数有多大，判断方法都一样：只看最后一个数字。以 0、2、4、6、8 结尾的是偶数，点它涂色；以 1、3、5、7、9 结尾的不涂。涂错了可以再点一下取消。 例子：6 350 个位是 0，要涂；4 127 个位是 7，不涂。 注意：以 0 结尾的数最容易漏涂；全部涂完后再从头检查一遍。

colour the even numbers = warnakan nombor genap The grid has sixteen numbers of different sizes; colour every even one. However big a number is, the test is the same: look at its last digit. Numbers ending in 0, 2, 4, 6 or 8 are even, so tap them; those ending in 1, 3, 5, 7 or 9 stay blank. Tap again to undo a mistake. Example: 6 350 ends in 0, so colour it; 4 127 ends in 7, so leave it. Watch out: numbers ending in 0 are the easiest to miss, so check the whole grid again at the end.

涂奇数 = warnakan nombor ganjil 这一次要涂的是奇数。一格一格看最后一个数字：是 1、3、5、7、9 的才涂；是 0、2、4、6、8 的跳过。可以先扫一遍个位，再动手涂。 例子：3 009 个位是 9，要涂；516 个位是 6，不涂；80 003 中间有很多 0，但个位是 3，也要涂。 注意：中间有很多 0 的数，只要个位是单数，就是奇数；别被上一题“涂偶数”的习惯带着走。

colour the odd numbers = warnakan nombor ganjil This time colour the odd numbers. Look at the last digit of each box: colour it only if the digit is 1, 3, 5, 7 or 9, and skip 0, 2, 4, 6 and 8. You can scan all the ones digits first, then colour. Example: 3 009 ends in 9, so colour it; 516 ends in 6, so skip it; 80 003 has many zeros but ends in 3, so colour it. Watch out: a number full of zeros is still odd if its ones digit is odd; do not follow the habit from the even task.

奇偶一共多少 = jumlah genap dan ganjil 题目告诉你活动 1 里有多少个偶数格，问奇数格有多少。每一格不是偶数就是奇数，两种合起来就是全部的格子。所以只要用全部格数减去偶数格数，就知道奇数格数，不必再一格一格数。 例子：30 个数里有 18 个偶数，那么奇数就有 30 − 18 = 12 个。 注意：先确认全部一共有几格；减法算完可以把两个数加回去，看看是不是等于全部格数。

how many odd and even = jumlah genap dan ganjil You are told how many boxes in Activity 1 are even; how many are odd? Every box is either even or odd, so together they make all the boxes. Subtract the even boxes from the total instead of counting again. Example: if 18 of 30 numbers are even, then 30 − 18 = 12 are odd. Watch out: first check how many boxes there are altogether, and add your two numbers back to see if they make the total.