因為時間關係,我把 20 本縮減為 5 本。
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Day 23 ~ Day 27,我會列出五本會計學/數學相關書籍,從裡頭擷取一頁 (結果超過一頁~) 內容,然後寫一個小小的心得。
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from 博客來網路書店・我的電子書櫃「日記創挑書單」
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今天這本書是《真希望高中數學這樣教:系列暢銷20萬冊!跟著東大教授的解題祕訣,6天掌握高中數學關鍵》,作者是西成活裕, 鄉和貴,譯者是張郁萱。
https://www.books.com.tw/products/E050113778
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目錄
前言184Please respect copyright.PENANAIffn6QgPEP
登場人物介紹184Please respect copyright.PENANAUtdu8TaXP8
184Please respect copyright.PENANAslTCHmd1zC
第一天 數學的樂趣在哪裡?184Please respect copyright.PENANAcnn41ihh1S
第一課 其實並不可怕的高中數學184Please respect copyright.PENANAiVacbuKxd1
好想學真正實用的數學!184Please respect copyright.PENANAe588ckvhvz
高中數學比國中數學還簡單!?184Please respect copyright.PENANAXUk5sMyu2Q
184Please respect copyright.PENANAnXaaAm6B05
第二課 超精簡的創新數學課!184Please respect copyright.PENANAVAOsBfwnNk
果斷刪去八成教科書內容!184Please respect copyright.PENANA7wLivtQ4FB
世界首創!「西成流」數學分類法184Please respect copyright.PENANARXKK9mEEH1
高中數學中最輕鬆的是「代數」184Please respect copyright.PENANAQX7Xm3ULlm
高中數學的顛峰是「微分積分」184Please respect copyright.PENANAnjazVP8fdp
超好用的工具「餘弦定理」184Please respect copyright.PENANA38qm7qNWTz
真正的幾何大魔王是「向量」184Please respect copyright.PENANAr5mczGzqbH
Column文組無法理解數學的理由184Please respect copyright.PENANAEGJe7APkPf
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第二天 輕鬆致勝!搞懂「代數」就能精通高中文組數學!!184Please respect copyright.PENANAj8Qtb1GS9f
第一課 速速學會統計學基礎184Please respect copyright.PENANAcTDqyMtS6V
數據處理的3大必備條件184Please respect copyright.PENANArYDrYmIm0o
為什麼增加個數很好用?184Please respect copyright.PENANAiltXkgJYij
「排列組合」是指什麼?184Please respect copyright.PENANAfDRsOyAS1m
看離散程度的「標準差」184Please respect copyright.PENANAEWqfxvP35V
184Please respect copyright.PENANAEC3Nr5IEuE
第二課 記住「數列相加」的方法184Please respect copyright.PENANAjmQedud1Wb
天才高斯少年發現的「倒序相加」184Please respect copyright.PENANAvjQLiISzkv
超好用!任何等差數列都能用184Please respect copyright.PENANAUCQ0TPIdui
嚴禁直接死背公式!184Please respect copyright.PENANApx6noLYF1u
導出等差數列和的公式184Please respect copyright.PENANAuMUBpTyEkf
豐臣秀吉被擺了一道!數學變黃金的故事184Please respect copyright.PENANAsz9wuzlaEi
等比數列是「相乘後錯位相減」184Please respect copyright.PENANArgsslR8RSE
導出等比數列和的公式184Please respect copyright.PENANAVAciClX2f9
先知道處理數列和的符號!184Please respect copyright.PENANAedzwOqBQ9J
Column把數學記號當作是念魔咒184Please respect copyright.PENANAq1L5r2EFmp
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第三課 記住「排列組合法」184Please respect copyright.PENANAEel3590K9h
從賽馬了解「排列」與「組合」184Please respect copyright.PENANA89DlTjBCTo
Step①了解階乘的計算方法184Please respect copyright.PENANArxtbrcGlyq
Step②了解排列的計算方法184Please respect copyright.PENANAy03U9UpJNU
Step③了解組合的計算方法184Please respect copyright.PENANAkjmpylosib
了解「排列」與「組合」的式子184Please respect copyright.PENANAB3ECIAfVLX
「排列」和「組合」的符號是「P」和「C」184Please respect copyright.PENANA2coDKTpbxX
運用「排列」和「組合」排班表184Please respect copyright.PENANAd1sDzYbB6G
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第四課 搞懂「離散值」和「標準差」184Please respect copyright.PENANAZ8foWfil87
資訊分析的基礎是找到「數據的規則」184Please respect copyright.PENANAfgxoeo5WVt
兩個步驟找出離散程度184Please respect copyright.PENANA302lSPt53e
平均、分散、標準差的深~度關係184Please respect copyright.PENANA4E2MdcUo7q
平均、離散、標準差的記號184Please respect copyright.PENANAupvJ2d2kbk
試著用Excel計算標準差184Please respect copyright.PENANAalqfgNjR3u
也把「偏差值」的計算公式記起來184Please respect copyright.PENANAdVfnu1qcxr
附註內容①深奧的平均世界184Please respect copyright.PENANARJzXBiTISx
附註內容②平均值、中位數、眾數184Please respect copyright.PENANAdbVs4QEx8u
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第三天 超爽快!掌握高中文組數學的「分析」!184Please respect copyright.PENANADAQSr2cJ3w
第一課 豁然開朗!函數的世界184Please respect copyright.PENANACfZgtcyVX1
函數與方程式的差別?184Please respect copyright.PENANAsOQifmxqWl
高中數學的4種函數184Please respect copyright.PENANAet6OQGqynQ
Column少年西成的理科腦情書184Please respect copyright.PENANAxOxBIL9WPi
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第二課 來複習二次函數!184Please respect copyright.PENANAzDPgloPtRq
速速複習!二次方程式184Please respect copyright.PENANAUU93rLBZhb
畫出二次函數的圖形!184Please respect copyright.PENANAMJcWA41hvG
Column 物理學家是名偵探184Please respect copyright.PENANA1h3fdqiicE
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第三課 指數函數超好用!184Please respect copyright.PENANAUnIleMkG8t
記住指數函數的相關用語184Please respect copyright.PENANAxV0UHizyZe
基本規則①乘冪相乘時,指數相加184Please respect copyright.PENANANcnBVOnd3F
基本規則②乘冪再乘冪時,指數相乘184Please respect copyright.PENANARkmtfZU0vl
基本規則③乘冪相除時,指數相減184Please respect copyright.PENANAkOkFDQHlIN
指數是負數時會怎樣?184Please respect copyright.PENANAZyV5p91f9z
指數是「0」的時候會怎樣?184Please respect copyright.PENANAghAOvexAfU
根號可以轉換成指數運算184Please respect copyright.PENANAijOk0YBSKE
統整指數運算的處理方式184Please respect copyright.PENANAeRi3QGrDni
將指數函數做成圖形看看!184Please respect copyright.PENANAGDwmLMpbpo
順便來談談「對數函數」的內容184Please respect copyright.PENANAAcspIEiKl7
天文數字也可以處理的對數函數184Please respect copyright.PENANAJdLKO7kQE5
指數函數與音樂的深~度關係184Please respect copyright.PENANAz4zMZwQz5M
用iPhone計算指數函數的方法184Please respect copyright.PENANA1AzlLI8QPL
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第四天 秒懂高中數學的「幾何」精髓!184Please respect copyright.PENANAndnWtgH3bJ
第一課 不再霧煞煞的「三角比」184Please respect copyright.PENANA3AbVR4fQT7
以餘弦定理搞懂三角形184Please respect copyright.PENANA21UO1LLJ8m
畫三角形的「西成流」作法184Please respect copyright.PENANAvPdHh0cN5I
sin、cos、tan是指「邊長比」184Please respect copyright.PENANAEXc9TxhDZu
忘掉tan的存在吧!184Please respect copyright.PENANAYvwxe9C1Ai
直角三角形的定義中必要的θ184Please respect copyright.PENANAx0kJ2RRvEF
三角比經常出現的陷阱題184Please respect copyright.PENANAVs8gPSYkgF
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第二課 俐落導出餘弦定理公式184Please respect copyright.PENANAyOx09XWY2W
用三角比可以做的事184Please respect copyright.PENANACigIbLXx86
導出餘弦定理①事前準備184Please respect copyright.PENANAxRfomDtOpz
導出餘弦定理②成立公式、解開184Please respect copyright.PENANAtbeJYz8Tcr
導出餘弦定理③證明sin2θ+ cos2θ= 1184Please respect copyright.PENANA569Bo4PD9q
導出餘弦定理④完成184Please respect copyright.PENANAZwc3CJHUtf
餘弦定理與畢氏定理的關係184Please respect copyright.PENANAFnz2AtVD4J
184Please respect copyright.PENANATwhyDWPPzZ
第三課 學習最後的分析工具「三角函數」!184Please respect copyright.PENANAgFnphk8EX0
三角函數只是將θ與y的關係圖像化184Please respect copyright.PENANARsYyO60LJb
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第五天 特別課程①:幾何的最終武器「向量」!184Please respect copyright.PENANAgbBEnsYIhX
第一課 偉大的「向量」184Please respect copyright.PENANAgVPyQxhqU7
用代數解幾何問題!?184Please respect copyright.PENANACxJHfntj8l
「短短數行」就能證明餘弦定理184Please respect copyright.PENANArLxEUeMX5u
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第二課 了解「向量」的超嶄新概念184Please respect copyright.PENANAbTb35926rA
向量是集結兩種資訊的「特殊容器」184Please respect copyright.PENANAdLDVOJhRX5
眾所熟知的「純量」184Please respect copyright.PENANATMz9yd9yZ2
數據時代的主角「張量」184Please respect copyright.PENANA092VQuDFDt
為什麼我們需要向量?184Please respect copyright.PENANAPkm6saFpVk
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第三課 「向量」是用箭頭當作記號唷184Please respect copyright.PENANAHjNONmvNVF
向量的書寫規則184Please respect copyright.PENANAyENjnblzlx
張量的畫法184Please respect copyright.PENANAIVcDY9cJGD
試著把向量畫成圖184Please respect copyright.PENANAe4n3lbKPkn
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第四課 「向量」的計算超簡單!184Please respect copyright.PENANAvR1SQf1sjs
來算算向量的加法吧184Please respect copyright.PENANAlFQRZFJ0LS
也來算算向量的減法184Please respect copyright.PENANAoZz0XOXuHV
試著分解向量吧184Please respect copyright.PENANAqcLZXkjGWT
試著挑戰向量的乘法184Please respect copyright.PENANAfJiOWaT6uQ
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第五課 靠「向量」秒殺餘弦定理!184Please respect copyright.PENANA0QxvUxztOx
用向量瞬間導出餘弦定理!184Please respect copyright.PENANAIFIrTwSACM
不論幾次元都能處理的向量184Please respect copyright.PENANAEXfUhivNwg
Column少年來了!(前篇)184Please respect copyright.PENANABfgZ9SN8Rk
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第6天 特別課程②:用「微積分」預測未來!184Please respect copyright.PENANAkQGqoIKynu
第一課 人類的寶物!了解微分積分184Please respect copyright.PENANANeVfbgNhUT
微分積分與函數的關係184Please respect copyright.PENANAiqUcJkeu0Y
今天的主題是「三角形面積」184Please respect copyright.PENANAbCTb9J40b6
牛頓VS萊布尼茲的仁義之戰184Please respect copyright.PENANA8lDwUDdoh4
怎麼區分最合適?184Please respect copyright.PENANAPAcDPGmvVM
用微積分計算三角形的面積!184Please respect copyright.PENANAKpE0KbfOB1
來認識微分積分的符號184Please respect copyright.PENANAP9ORtafx9B
Column少年來了!(後篇)184Please respect copyright.PENANACqvIL5zZTL
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第二課 用Excel預測未來!184Please respect copyright.PENANAUCOLUyGORD
現代人,用Excel就能預測未來184Please respect copyright.PENANAjsvKfZ0Jwu
掌握Excel的使用方法!184Please respect copyright.PENANANowUfH34Ku
「數學家」、「AI」、「統計學家」的差別184Please respect copyright.PENANAMvt8o5CDP4
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後記
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from《真希望高中數學這樣教:系列暢銷20萬冊!跟著東大教授的解題祕訣,6天掌握高中數學關鍵》
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實在沒辦法只作一頁截圖,所以把指數函數和音階的關係,全部截圖下來,放在這裡,也可以讓大家看到,這本書及其姐妹作《真希望國中數學這樣教:暢銷20萬冊!6天搞懂3年數學關鍵原理,跟著東大教授學,解題力大提升!》的寫作風格,就是這麼樸實無華輕鬆有趣。
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這本書以對話體呈現,採訪者提問,教授回答,文字就是對話和解釋,佐以圖表和插圖,內容雖然是數學,卻不枯燥 (至少對我而言),看完以後是否能提升數學能力 and/or 對數學的興趣,就有待讀者自己發掘了。
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不喜歡數學,很多時候是過去的陰影 (對老師、對學校、對教法、對教材、對考試⋯⋯) 造成的,其實與數學本身無涉;數學是一種語言,跟生活經驗極其相關。
伽利略認為「自然寫在宇宙這本大書上,而這本書是用數學語言寫成的。」
生而為人,我覺得很幸運,可以用數學這個語言,試著了解宇宙的奧妙。
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以上心得,部分文字出自《真希望國中數學這樣教:暢銷20萬冊!6天搞懂3年數學關鍵原理,跟著東大教授學,解題力大提升!》網頁下方會員評鑑「有感而發」的書評,不用懷疑,那個「有感而發」就是我本人啦。
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點一下網頁的「有感而發」,就可以看到我在博客來寫的書評,連結如下:
https://www.books.com.tw/booksComment/memberComment/xxx1406281
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【十二年國教課程綱要:數學領域 (節錄)】
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【同場加映】108課綱 資訊網
https://shs.k12ea.gov.tw/site/12basic
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今天到此為止,我們明天見!!
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【創挑出處】
https://www.penana.com/article/1650704184Please respect copyright.PENANAJe14gdm2ux