連鎖店、便利商店和大賣場必買資訊站論文書籍站
Whole number的問題，透過圖書和論文來找解法和答案更準確安心。 我們找到下列特價商品、必買資訊和推薦清單
Whole number的問題，我們搜遍了碩博士論文和台灣出版的書籍，推薦Math - No Problem!寫的 Math - No Problem! Whole Number Operations, Grade 5 Ages 10-11 和Alison, Hardie的 An Illustrated Brief History of Chinese Gardens: Activity, People, Culture都 可以從中找到所需的評價。
另外網站finding the whole number portion of a number - Stack Overflow也說明：How can you find the whole number of a given decimal or other number in JavaScript? ... What's the best way to perform this for both positive and ...
這兩本書分別來自 和所出版 。
國立陽明交通大學 電子研究所 劉建男、賴伯承所指導 鍾晏禎的 考慮周邊電路的SRAM系統良率分析 （2021），提出Whole number關鍵因素是什麼，來自於製程變異、SRAM良率分析、周邊電路、記憶體內運算、蒙地卡羅分析。
而第二篇論文國立臺北科技大學 工業工程與管理系 劉建浩所指導 黃裕倉的 應用多準則決策與模糊積分探討國道客運服務品質 （2021），提出因為有 大眾運輸、服務品質、最佳最差方法（BWM）、理想解類似度順序偏好法 （TOPSIS）、模糊積分的重點而找出了 Whole number的解答。
最後網站Whole Numbers - Varsity Tutors則補充：The whole numbers are the natural numbers together with 0; that is, the set.
Math - No Problem! Whole Number Operations, Grade 5 Ages 10-11
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為了解決Whole number 的問題，作者Math - No Problem! 這樣論述：
Each book in this unique Math Mastery collection developed by experts covers all the essential skills for children in the first stages of their math journey. Each topic is supported by clear examples and helpful hints to encourage proficiency.Aimed at children aged 10-11, topics include numbers, cou
nting, addition and subtraction, time and shape, measuring, and math practice. This collection is attractively illustrated and led by appealing characters who offer helpful tips to children (and parents) that make learning accessible and interesting. Every child can learn Math with Math Mastery.
Math - No Problem! is a specialist publisher which has established a Math program using Math Mastery - a transformational approach to math teaching developed in Singapore, and now used around the world.
Whole number進入發燒排行的影片
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考慮周邊電路的SRAM系統良率分析
為了解決Whole number 的問題，作者鍾晏禎 這樣論述：
近年來，SRAM在晶片上所佔的面積越來越大，因此分析SRAM良率的議題變得越來越受到重視。因為SRAM對穩健度有很高的要求，如果使用以蒙地卡羅(Monte Carlo)為基礎的方法去計算良率，需要的取樣數量很高。使用重要性取樣(importance sampling)可以減少高標準差分析(high sigma analysis)中所需要的取樣數量，但如果要將整個記憶體系統設計包含其周邊電路一起考慮，問題複雜度仍然太高。由於周邊電路也會對整體SRAM良率造成影響，所以在計算SRAM系統良率時需要一個有效率的方法，能夠將周邊電路的影響力也考慮進去。在這篇論文提出的方法中，我們不採用直接分析整體系
統電路的方式，而是先對各個子電路進行良率分析。在那之後，會利用子電路之間的相互作用及所提出的轉換方程式，將各個子電路的機率分布進行調整，就可以從各個子電路的正確結果分布推算出整體的良率。實驗結果也證明，我們所提出的方法確實能夠有效率的計算出正確的整體SRAM良率。
An Illustrated Brief History of Chinese Gardens: Activity, People, Culture
為了解決Whole number 的問題，作者Alison, Hardie 這樣論述：
There are many books published in English on Chinese gardens, but the majority are primarily picture books with little informative content. With a large number of illustrations of Chinese gardens, ancient paintings, block prints, and other artefacts, this book is a social history of Chinese garde
ns and focuses on how gardens have functioned and been used in Chinese society through the ages. Apart from the aesthetic or philosophical aspects of Chinese gardens, you may see how gardens functioned as real estate, how they gave opportunities of employment to skilled artisans, how they opened up
outdoor space to both elite and lower-class women, and how they allowed men of different social classes and of different ethnicities to interact and gain mutual benefit; in short, how the existence of gardens exerted an influence on society as a whole. At the same time, the reader can find how the w
ider society, and even socio-economic changes beyond China’s own borders, had an impact on how gardens in China developed.
應用多準則決策與模糊積分探討國道客運服務品質
為了解決Whole number 的問題，作者黃裕倉 這樣論述：
搭乘大眾客運能有效地減少都市交通阻塞及汙染問題，提升客運業者服務品質有助於提高民眾的搭乘意願。過去已有許多相關的研究探討客運服務品質，採用服務品質指標（SQI）結合結構方程模型（SEM）等統計方法，或是使用多準則決策分析方法，但是假設準則間是相互獨立關係。但是從現實社會中來看，許多在不同構面下的評估準則與準則之間可能會存在相互影響關係，以及準則之間的非加法關係，因此本研究將提出一個非加法模型考慮準則間的相互影響，探討大眾客運服務品質。本研究採用計算權重的最佳最差方法（Best Worst Method, BWM），可減少準則之間的比較次數，評估每項服務品質的準則所占整體的權重。再透過模糊積分
（Fuzzy integral）考量評估準則之間的非相加性進行績效整合，並以理想解類似度順序偏好法（Technique for Order Preference by Similarity to an Ideal Solution, TOPSIS）對客運業者的優劣進行排序，並提供管理者改善策略，以有效提升服務品質。本研究以三家台北-宜蘭國道客運公司作為研究對象，研究結果並將與傳統加法行進行比較，探討兩種模型研究結果並提出研究結論。