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Jyutping ceot1 cyu3
Pinyin chū chù

Definitions (CC-CEDICT)
  1. source (esp. of quotation or literary allusion)
  2. origin
  3. where sth comes from
Definitions (粵典–words.hk)
  1. 名詞
    典故​;​資料​、​俚語​、​引文​等​嘅​起源​或​最​原始​嘅​著作​(​量​詞​:​個​)
    source; origin; the literary work or origin from which the information, slang, or quote originated
    • 呢個成語嘅出處係咩啊?
      呢个成语嘅出处系咩啊?
      ni1 go3 sing4 jyu5 ge3 ceot1 cyu3 hai6 me1 aa3?
      What is the source of this idiom?
Definitions (Wiktionary)
  1. noun
    source (of a quotation, citation, idiom, allusion, etc.); origin (of a product)
    (syn.) 源, 来源, 源泉, 淵源, 濫觴, 根本, 渊源, 源头, 根头, 滥觞, 源頭, 由來, 根源, 來源, 起源, 本源, 根頭, 基本, 泉源, 由来, 大本
Definitions (Kaifangcidian)
  1. (沒有對應漢語詞彙)
Examples (粵典–words.hk)
  1. Cantonese
    写论文嘅时候,如果要提起人哋讲过嘅嘢,就一定要加出处。
    寫論文嘅時候,如果要提起人哋講過嘅嘢,就一定要加出處。
    se2 leon6 man2 ge3 si4 hau6, jyu4 gwo2 jiu3 tai4 hei2 jan4 dei6 gong2 gwo3 ge3 je5, zau6 jat1 ding6 jiu3 gaa1 ceot1 cyu3.
    • When writing a thesis, if you mention something said by another person, then you must include the source.
  2. Cantonese
    呢个成语嘅出处系咩啊?
    呢個成語嘅出處係咩啊?
    ni1 go3 sing4 jyu5 ge3 ceot1 cyu3 hai6 me1 aa3?
    • What is the source of this idiom?
  3. Cantonese
    写论文执人口水尾而唔写明出处就系剽窃。
    寫論文執人口水尾而唔寫明出處就係剽竊。
    se2 leon6 man2 zap1 jan4 hau2 seoi2 mei1 ji4 m4 se2 ming4 ceot1 cyu5 zau6 hai6 piu5 sit3.
    • Echoing others' words in your own essay without attributing a source is plagiarism.
Examples (Wiktionary)
  1. Mandarin
    裁判官除非信纳须为有关申请而证明的所有事宜,均已在相对可能性的衡量下获证明,否则不得就某影像而针对某人作出处置令。
    裁判官除非信納須為有關申請而證明的所有事宜,均已在相對可能性的衡量下獲證明,否則不得就某影像而針對某人作出處置令。
    cái pàn guān chú fēi xìn nà xū wèi yǒu guān shēn qǐng ér zhèng míng de suǒ yǒu shì yí , jūn yǐ zài xiàng duì kě néng xìng de héng liàng xià huò zhèng míng , fǒu zé bù dé jiù mǒu yǐng xiàng ér zhēn duì mǒu rén zuò chū chù zhì lìng .
    • A magistrate must not make a disposal order against a person in relation to an image unless the magistrate is satisfied that all matters that are required to be proved for the purposes of the application have been proved on a balance of probabilities.