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Unit 6 · Nombor Genap dan Nombor Ganjil
Unit 6

Nombor Genap dan Nombor Ganjil

Di Jalan Cempaka, rumah di sebelah kiri bernombor 1, 3, 5, 7, …
Rumah di sebelah kanan bernombor 2, 4, 6, 8, …

Nombor Genap dan Nombor Ganjil
偶数 = nombor genap;奇数 = nombor ganjil 很多街道的门牌号码一边是 1、3、5、7……,另一边是 2、4、6、8……。前一种叫奇数(单数),后一种叫偶数(双数)。这个单元要学会分辨一个大数是奇数还是偶数。 例子:邮差看到门牌 58,就知道它在双数那一边。 注意:0 也是偶数。
even number = nombor genap; odd number = nombor ganjil On many streets the houses on one side are numbered 1, 3, 5, 7 and on the other side 2, 4, 6, 8. The first kind are odd numbers and the second kind are even numbers. In this unit we learn to tell whether a big number is odd or even. Example: a postman who sees house number 58 knows it is on the even side. Watch out: 0 is an even number too.
Maksud

Genap atau ganjil?

Nombor genap ada dalam sifir 2.

Nombor genap: 2, 4, 6, 8, 10, 12, 14, …
Nombor ganjil: 1, 3, 5, 7, 9, 11, 13, …
偶数和奇数 = nombor genap dan nombor ganjil 2 的乘法表里的数(2、4、6、8、10……)都是偶数,它们可以平均分成两份。奇数是 1、3、5、7、9……,分成两份时总会多出 1。偶数和奇数在数线上是一个隔一个排列的。 例子:24 在 2 的乘法表里(2 × 12),所以 24 是偶数。 注意:偶数加 1 就变成奇数,奇数加 1 就变成偶数。
even and odd numbers = nombor genap dan nombor ganjil The numbers in the 2 times table (2, 4, 6, 8, 10 and so on) are even; they can be shared equally into two groups. The odd numbers are 1, 3, 5, 7, 9 and so on; when shared into two groups there is always 1 left over. On a number line even and odd numbers take turns. Example: 24 is in the 2 times table (2 × 12), so 24 is even. Watch out: an even number plus 1 is odd, and an odd number plus 1 is even.
Cara 1

Bahagi dengan 2

Ada baki 1 → ganjil · Tiada baki → genap

27 ÷ 2

13
2)27

baki 1

ganjil

34 ÷ 2

17
2)34

baki 0

genap
除以 2 看余数 = bahagi dengan 2 dan lihat baki 把一个数除以 2:没有余数(余 0),它就是偶数;余 1,它就是奇数。除以 2 的余数只可能是 0 或 1。 例子:45 ÷ 2 = 22 余 1,所以 45 是奇数;60 ÷ 2 = 30,没有余数,所以 60 是偶数。 注意:看的是余数,不是商。商是单数或双数都没有关系。
divide by 2 and look at the remainder = bahagi dengan 2 dan lihat baki Divide the number by 2. If there is no remainder, it is even; if the remainder is 1, it is odd. When dividing by 2 the remainder can only be 0 or 1. Example: 45 ÷ 2 = 22 remainder 1, so 45 is odd; 60 ÷ 2 = 30 with no remainder, so 60 is even. Watch out: look at the remainder, not the quotient; the quotient can be odd or even.
Cara 2

Lihat digit di tempat sa

Genap: 0, 2, 4, 6, 8 · Ganjil: 1, 3, 5, 7, 9

45 318 → genap
70 925 → ganjil
看个位 = lihat digit di tempat sa 一个数是奇是偶,只由个位决定,因为十位、百位、千位、万位的数值都是 10 的倍数,一定是偶数。个位是 0、2、4、6、8 就是偶数;个位是 1、3、5、7、9 就是奇数。 例子:83 146 个位是 6,是偶数;20 007 个位是 7,是奇数。 注意:不要看第一个数字,要看最后一个数字。
look at the ones digit = lihat digit di tempat sa Whether a number is odd or even depends only on its ones digit, because the tens, hundreds, thousands and ten thousands are all multiples of 10, which are even. A ones digit of 0, 2, 4, 6 or 8 means even; 1, 3, 5, 7 or 9 means odd. Example: 83 146 ends in 6, so it is even; 20 007 ends in 7, so it is odd. Watch out: look at the last digit, not the first digit.
Kelaskan

Pilih semua nombor genap.

分类 = kelaskan 这一题要把方格里所有的偶数都点出来,再按检查。判断方法只有一个:看每个数的个位。个位是 0、2、4、6、8 的是偶数,要点;个位是 1、3、5、7、9 的是奇数,不点。一格一格看,看完全部再按 Semak。 例子:51 390 个位是 0,是偶数;7 423 个位是 3,是奇数。 注意:个位是 0 的数也是偶数,很容易漏掉;不要看最前面的数字来判断。
classify = kelaskan Tap every even number in the grid, then press Semak. There is only one test: look at the ones digit. If it is 0, 2, 4, 6 or 8 the number is even, so tap it; if it is 1, 3, 5, 7 or 9 the number is odd, so leave it. Check every box before pressing Semak. Example: 51 390 ends in 0, so it is even; 7 423 ends in 3, so it is odd. Watch out: numbers ending in 0 are even and are easy to miss; never judge by the first digit.
Kira

Satu senarai nombor bermula dengan 3 405 dan berakhir dengan 3 418. Ada berapa nombor genap dalam senarai itu?

数偶数 = kira nombor genap 题目给出一串连续的数,从哪里开始、到哪里结束,问里面有几个偶数。做法:先看开头的数是奇数还是偶数,找出最小的偶数;然后每次加 2,一个一个列出来,不超过最后那个数;最后数一数列了几个。 例子:从 521 到 530 的偶数是 522、524、526、528、530,一共 5 个。 注意:开头或结尾是偶数时也要算进去;不要把全部数的个数当成偶数的个数。
count the even numbers = kira nombor genap A list of consecutive numbers starts and ends at the given numbers; how many are even? Check whether the first number is odd or even, find the first even number, then add 2 each time without passing the last number, and count your list. Example: from 521 to 530 the even numbers are 522, 524, 526, 528 and 530, which makes 5. Watch out: an even first or last number counts too, and the total count of numbers is not the count of even ones.
Nombor seterusnya

Apakah nombor genap selepas 48 998?

下一个偶数 = nombor genap seterusnya 题目问某个偶数之后的下一个偶数。偶数是两个两个地增加的,所以在原来的偶数上加 2。加的时候要注意进位:个位满十要进到十位,十位满十又要进到百位,一直进下去。 例子:12 598 + 2 = 12 600,个位和十位都进位了。 注意:紧接在后面、只多 1 的数是奇数,不是下一个偶数;进位时前面的数位都可能改变。
the next even number = nombor genap seterusnya What is the next even number? Even numbers go up in twos, so add 2. Watch the regrouping: when the ones make ten, carry to the tens, and if the tens make ten, carry again. Example: 12 598 + 2 = 12 600; both the ones and the tens regroup. Watch out: the number that is just 1 more is odd, and regrouping can change several places at once.
Ringkasan

Syabas!

0 2 4 6 8

Lihat digit di tempat sa: 0, 2, 4, 6, 8 → genap; 1, 3, 5, 7, 9 → ganjil.

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