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# digit造句

### 例句與造句

1. The phalanges are the bones of the digits .
指骨是手指的骨骼
2. It is sufficient to retain only the first two digits .
只需取頭兩位數字就夠了。
3. You could save a lot of memory by packing decimal digits .
你可以借助于壓縮十進制數字的方法來節省大量的存儲單元。
4. The function digits 14 to 17 give a code number for the instruction to be carried out .
操作位14到17給出待執行的指令的代碼。
5. Each store location in a computer can hold a certain number of binary digits .
計算機內的每一個存儲單元能保存一定量的二進制數。
6. It's difficult to find digit in a sentence. 用digit造句挺難的
7. The second scheme, in fig 4-16, uses a counter to advance the digit count .
第二種方案（如圖4-16所示）是使用一個計數器進行數字計數。
8. When numbers are said , " and " is used between the hundreds and any digits that follow .
說到數目時，百位和其后任何數之間要用“and”。
9. The direction of magnetisation will change in core a only, thus storing a binary digit .
磁化方向僅在磁心a中改變，因而存儲一個二進制數字。
10. When the number from 1 to n are written in decimal notation the total number of digits is 1890 .
把從1至n之間的數連寫成一個十進數，總位數是1890。
11. to 5, 5 encode all the digits also we need to allow strings of length 5, 5ィ2=62.
如還要翻譯全部數碼，我們需要有長為5的串，5262。
12. In order to calculate how many fours digits there are, you could simply divide the initial decimal number by 4 .
為了計算有多少個四位數字，你可以簡單地用4去除最初的那個十進制數。
13. In the binary system, the digit combination 10 has the value two, which is where the word binary comes from .
在二進制中，數字組合“10”的數值為二，“二進制”就是根據這個數值來命名的。
14. The reason why two numbers may have different digits, yet be very close, lies in the manner of constructing the digits .
為什么兩個很接近的數可有不同的數字呢？其原因就在于構造這些數字的方式。
15. It was the other walther gassner who was real, the man in the computer, whose life had been spelled out in digits .
另一個瓦爾特加斯納才是真的。這個人在計算機里，他的生活已經在數字轉換機上被拼綴出來了。
16. For an 8-bit micro-computer, all informationdata, characters, and instruction codesmust be stored in units of eight binary digits .
對一個八位的微計算機來說，所有的信息，其中包括數據，字符和指令代碼等，都應存入有八個二進制數字的單元中。
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