ap 課程10大分析2025!(小編推薦)

如果中學不提供某些科目,AP提供自學(self-study)課程學生們可以自己學習。 當你與大學招生官員交談時,你會聽到他們經常提到”學術嚴謹” 這個詞。 如果你在這兩個課程累有良好的表現這證明你可以處理大學水平的學習。 如果你申請英國大學,考這些課程通常是最低入學要求。 有許多AP課程輔導計畫,如加大洛杉磯分校的AP準備計畫,每月有一個週六提供4小時輔導,對所有洛杉磯聯合學區非特許學校學生免費開放。 家長也可以請孩子的AP老師組織學習小組,或者請求學校負擔輔導費用。

這些隱性特質就成為西方體制培養出未來領導者最核心的依據。 而這些是很難用分數去量化的,往往必須透過校園文化,團體生活以及授課老師的潛移默化。 申請入學門檻最嚴苛的常春藤大學聯盟(Ivy League)日前發出2021年錄取通知。 由於SAT、ACT標準化考試成績暫時取消,名校申請人數顯著成長,錄取率普遍下降。 哈佛、普林斯頓、哥倫比亞的錄取率甚至降到4%以下。

ap 課程: AP 課程是什麼?

一般3分以上的成績即可被大多數大學接受,並且在今後上大學時折抵多至一學年的大學學分。 少數頂尖大學如哈佛等,要求4分或5分才能折抵大學學分。 至於頂尖大學,每位學生所提交考試的門數更多。 美國大學理事會2002的年度報告,列出了美國前200所收到AP成績最多的大學,得州大學奧斯汀分校名列榜首,共有8 603名考生向該大學提交了27 488門考試成績,平均每人提交3.2門成績。

  • 參加AP考試科目多、考分高的學生被美國名校另眼相看。
  • 目前,已有40多個國家的近3600所大學承認AP學分為其入學參考標準,其中包括哈佛、耶魯、牛津、劍橋等世界名牌大學。
  • 更重要的是,據統計,擁有優異AP考試成績的高中生在未來的大學學習有更佳出色的表現和發展,美國各大學已將AP成績看作衡量學生學習和研究能力以及應付高難度大學課程能力的重要指標。
  • AP表現優異的各項獎項如下,難易度由低至高AP Scholar—所有參加的AP考試中,有三科或三科以上成績超過3分的學生。
  • 學生不是喜歡上哪種程度的課就可以自己去選上,大部分學校對學生選擇學那種課有一套非常嚴格的規定。
  • AP2:爲已錄取政大之準大學生開設之暑期先修課程,修業完畢可於入學後經學系認定辦理學分抵免,需繳交學分費。

由於補習班是以大眾課程為主,因此比較針對語言相關的補習如TOEFL或IELTS。 選擇AP的學生非常少,因此大多補習班都無法以班級的方式進行AP可誠,但BEAR的名師家教有提供部分AP課程的教學,請與BEAR連絡家教課程事項。 美國學生在國中和高中階段都有人報考AP考試,往往修完一門AP課程就去考試,AP課程的選修可以貫穿整個高中階段的學習。 再者,SAT考試人數逐年上升,申請美國大學難度增加,若想要提高進入名校的機會,除了SAT等考試成積及在校表現之外,應充分把握AP可帶來的優勢及利基。 A級課程和常規AP課程都側重於學習學科知識,這就是考試中要測試的內容。

ap 課程: 教育體制介紹

第六組:藝術與選修,包括美術設計、音樂、戲劇藝術等。 另外在高中階段,研習AP課程所得到之學分GPA,會多0.5分,在申請美國頂尖大學時GPA表現更有優勢。 原因有兩個,第一個是很多學校會讓學生在10-11年級就參加這些課程,因為相對容易一些。 可是卻沒有想到它畢竟還是難度較高的AP,因此才會造成很多學生無法通過考試。 AP(進階先修課程)是美國高中提供的嚴格的大學水平課程和評估,由美國大學委員會管理,現今已取代了大學申請的 SAT學科考試,在AP課程中取得優良成績則可以轉化為美國和加拿大大學學分。

ap 課程

IB(International Baccalaureate Diploma Programme)課程,中文全名為國際預科證書課程。 由聯合國教科文組織所指導與規劃、屬於兩年制的大學先修課程(Year 11和Year 12),學生至少取得24分才能獲得IB文憑。 IB課程主要目的在於鼓勵學生知識、探索、關懷,並成為積極和同理心的終身學習者。

ap 課程: 如果學校沒開設 AP 課程/特定科目怎麼辦?

應考AP考試亦是展示於一個科目的興趣的方法。 例如,如果你希望成為一名工程師,修讀AP微積分及AP物理學以及通過這些科目的考試,能給大學入學委員會展示你對工程學十分認真,而且有適合的技巧去追求這個科目上的學問。 很多大學表示他們會檢查你有沒有修讀學校提供最困難的學科。

第二個原因是因為課程相對簡單,很多學生因此低估,覺得這些科目是送分題,沒想到在考試時卻發現太困難而落敗。 ap 課程2025 關於這個問題,答案不一定是準確的,因為除了課程內容外,還需要考慮到個人能力、學校跟老師。 但如果你希望透過數據瞭解AP課程的難易度,那麼可以參考這篇文章的內容,幫助你做一個簡單的分析。 ​​National AP Scholar—頒發給美國境內所有參加AP考試的學生中,有八科或八科以 上成績超過4分,且平均分數在4分以上的學生。

ap 課程: 王凱 老師 (王琮凱)

對多數學生而言,一年能修3至4門AP課程,已相當具挑戰性。 ap 課程 ap 課程2025 但通過考試可以獲得大學學分,跳過大學一些課程,省下錢和時間。 ap 課程 考試費用是89美元,有困難的學生可以向大學理事會申請部分減免,一些學區甚至用聯邦基金補貼學生達84美元。

  • 根據考試科目的不同,每門課程的考試內容會有所差別。
  • Advanced Placement 課程,是由SAT考試機構College Board集合美國優秀的高中及大學老師們所共同設計的一套課程標準。
  • 每一門課程又分為高級課程HL(Higher Level)和普通課程SL(Standard Level)。
  • 重點在於頂尖大學很看重學生的個人能力是否勇於挑戰自己,所以如果你的學校有AP課程,就一定要選,你不敢選擇的話,那肯定不是他們所看重的學生。

是Advanced Placement的縮寫,由同為SAT的主辦機構College Board主辦。 AP就是大學預修課程,高中學生提前接觸大學課程,讓高中生可以完成大學一年級的初級階段課程(通識課程),讓學生可以在大學少修ㄧ些學分,節省時間及學費。 AP經濟學課程考試設置了兩個獨立的考試:Microeconomics與Macroeconomics。 考試面向高中學有餘力的學生,通過考試的學生相當於大學一學期的學習水準。 課程逐漸囊過到更多科目,並對這種高水平的課程進行課程指導和質量監控。 此外,這個項目也包括對AP課程的教師支持、和大學支持。

ap 課程: 準備好學習大學水平的課程了嗎?

AP課程的科目設置和高中學習的學科內容有很大的差異,或者說沒有重複的內容,那麼學生就可以根據自己的興趣愛好進行選擇,提高自身知識文化水準。 AP課程共有22個門類、37個學科,但這並不意味著你需要把全部的課程都修習完畢,而是可以根據自己的需求和興趣進行選擇,一門起考,沒有上限。 但一般因為高中生本身也需要接受高中學科教育,時間和精力使得他們沒有辦法修習太多門AP課程,那麼,如何進行選擇就顯得尤為重要了。 因為美國大學把高中學生在AP考試中的表現作為衡量他是不是能夠勝任大學學習的依據,所以,成績良好的同學,在申請大學時具有很大的優勢,能夠提高申請大學成功的幾率。 1955年,美國大學理事會接手管理,次年首次舉辦AP考試,當時的考試課程只有11門。

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” width=”604px” alt=”ap 課程”/>

這些是Collegeboard進行的獨立測試,某些大學的某些課程要求這些測試。 AP是 Advanced Placement 的縮寫,中文可以翻譯為”大學先修課程”。 它和SAT一樣,是由SAT考試機構College Board集合美國優秀的高中及大學老師們所協力設計的一套課程標準。

ap 課程: 申請時程規劃

去反思自己在學校和社會上獲得的知識和經驗,以求在學習中儘快找到適用於自己的學習方法。 ,此項課程鼓勵學生通過參與學校文體活動、社會活動和作義工,培養他們的同情心和社會責任感,培養團隊合作精神。 本文將深入淺出的為您介紹AP和IB課程的差異,幫助您在申請美國中學、國際中學時,能更清楚自己適合哪一種課程。

AP課程結構是透過自學進修資源,每年提供一次標準化考試,許多高中可能不會針對AP課程提供正確的指導或教學。 因此尋得好老師一起參加線上AP課程,有助學生完成學業,對參與AP課程的學生而言更顯重要,同時確保他們在考試中取得好成績,良好的成績代表學生有能力修習嚴格的課程並確保能取得大學學分。 更重要的是,據統計,擁有優異AP考試成績的高中生在未來的大學學習有更佳出色的表現和發展,美國各大學已將AP成績看作衡量學生學習和研究能力以及應付高難度大學課程能力的重要指標。 參加AP考試科目多、考分高的學生被美國名校另眼相看。

ap 課程: 學校排名專區

是由SAT考試機構College Board集合美國優秀的高中及大學老師們所協力設計的一套課程標準。 需要告知大家的是,皮特森的教材中有如何使用計算器的內容。 3、在美國大學理事會網站下載往年考題真題進行練習,做完之後很容易發現自己掌握不牢固的概念和考試出題的意圖及題目包含的考點。

ap 課程: 什麼是 AP 課程?

除了要求每一幅圖畫的主要內容都講到外,還要求結構合理,用詞準確,敍述流利,發音標準。 口語考試用錄音機來完成,考生的敍述由錄音機錄在磁帶裏。 第二部分是回答問題,問題預先錄在磁帶裏,不間斷地放兩遍。 要求考生回答問題時,思考要透徹,表達要清晰、流利,用詞要適當,語音要準確,還要求最大量地利用磁帶空間(20秒)。

ap 課程: IB Chem 奎山中學 HL Chem總成績6分 錄取 Illinois State University Biochemistry Major

國立政治大學為提供高中生多元學習及豐富學習歷程的機會,9月15日與臺中市政府教育局(以下簡稱臺中市教育局)簽署合作備忘錄締結策略聯盟,共同迎接12年國教的新挑戰。 在臺中市長盧秀燕擔任簽約見證人下,47所臺中市公私立高中校長親臨現場觀禮。 ap 課程 透過簽約,期許雙方能整合資源,讓臺中的高中學子從事跨域探索,尋求未來的學習方向。

所有參加IB文憑項目的學生,必須在這六個學科組中每組選一門課程進行學習。 每一門課程又分為高級課程HL(Higher Level)和普通課程SL(Standard Level)。 第三組:人文科學,包括歷史`地理、經濟學、哲學、心理學等。 第四組:實驗科學,包括物理、化學、生物、環境工程等。