假設一年有 365 天,20 個人中有 2 個人同一天生日的機率是多少?
How high is the probability that two out of twenty people have the same birthday? It can be assumed that a year has 365 days.
Source:
Tatoeba
Sentence Composition
| 1 | 假設 | jiǎshè |
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| 2 | 一 | yī |
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| =3 | 年 | Nián | surname Nian |
| =3 | 年 | nián |
year classifier: 個 |
| =3 | 年 | nián |
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| =4 | 有 | yǒu |
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| =4 | 有 | yòu |
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| 5 | 天 | tiān |
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| 6 | 個人 | gèrén |
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| 7 | 中有 | zhōngyǒu |
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| 8 | 個人 | gèrén |
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| 9 | 同一 | tóngyī | identical; the same |
| 10 | 天生 | tiānshēng |
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| =11 | 日 | Rì | abbr. for 日本 Rìběn, Japan |
| =11 | 日 | rì |
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| =12 | 的 | de |
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| =12 | 的 | dī | a taxi; a cab (abbr. for 的士 dīshì) |
| =12 | 的 | dí | really and truly |
| =12 | 的 | dì | (bound form) bull's-eye; target |
| 13 | 機率 | jīlǜ | (Tw) (math.) probability |
| =14 | 是 | shì |
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| =14 | 是 | shì | variant of 是 shì |
| =15 | 多少 | duōshǎo |
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| =15 | 多少 | duōshao |
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