也就是如果食譜是要用4克的快發乾酵母,那你可以使用6克的活性乾酵母或是12克的新鮮酵母。 不知道有沒有人跟小編一樣,最討厭看到食譜裡出現幾匙幾匙這種單位了,因為根本不知道是多少呀,但細查才發現,在單位裡,大匙、小匙或是茶匙都有固定的毫升數哦! 下方提供常見單位相對應的毫升給大家參考。
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” width=”605px” alt=”6寸是幾公分”/>
文末有精選的蛋糕,需要的朋友可以點進去看看哦。 我們已盡量確認在文章中使用可公開使用之圖檔,但若仍侵犯到您的著作權,請立刻通知我們,我們會立刻下架相關內容。 6寸是幾公分 在生活中很多人會遇到這個問題,那麼8寸是多少釐米多大呢……
6寸是幾公分: 長度換算
●牀包的高度通常視牀墊實際高度有所增減,一般牀墊高度為25公分,所以常見牀包高度尺寸為30公分以上。 同樣是6寸模具,方形和圓形的大小是不一樣的,因爲它們尺寸的計算方法不同;圓模具是按圓的直徑計算,而方模具是按照對角線來計算。 普遍體積越大的蛋糕,越應該使用低溫慢烤,因爲其內部溫度不易升高,若是用高溫烘烤,容易出現外焦內不熟的現象,導致烘烤失敗。
10寸是多少釐米10寸是多大多少釐米呢? 在生活中很多人會遇到這個問題,那麼10寸是多少釐米多…… 12寸是多少釐米12寸是多大多少釐米呢?
6寸是幾公分: 蛋糕八寸有多大?
香港法例沿用古制,1寸=3.71475公分,但此單位香港已幾乎無人使用,而只會用「英寸」(1英寸=2.54公分);「寸」通常代指「英寸」。 蛋糕起源於西方,所以說這裡提到的蛋糕的計量單位“寸”實際上應該是“英寸”。 生日蛋糕傳入中國後,華人為了方便了解,以“寸”為單位介紹給顧客。 (為了和日常一致,下邊所提及的寸,皆為英寸,1英寸約為2.5釐米)。
- 同樣是6寸模具,方形和圓形的大小是不一樣的,因爲它們尺寸的計算方法不同;圓模具是按圓的直徑計算,而方模具是按照對角線來計算。
- 像素與分辨率像素是數碼影像最基本的單位,每個像素就是一個小點,而不同顏色的點(像素)聚集起來就變成一幅動人的照片,數碼相機經常以像素作爲等級分類依據。
- 目前網路上的中文食譜或是臺灣烘焙老師出的烘焙參考書籍大多都是用我們熟悉的單位,也就是公克,但國外的食譜或少部分中文食譜會出現我們不熟悉的單位,這時候如何將那些單位換算成公克就相當重要囉!
- 印刷, 紙張, 海報, DM, 設計規格尺寸老是背了又忘,從A1.A2.A3.A4.A5.A6、B1.B2.B3B4.B5.B6,到底每個尺寸的公分數,正確值為多少呢?
- 普遍體積越大的蛋糕,越應該使用低溫慢烤,因爲其內部溫度不易升高,若是用高溫烘烤,容易出現外焦內不熟的現象,導致烘烤失敗。
- 一英寸約為2.54公分,一英尺有12英寸,5尺6寸為66英寸,所以為167.64公分,也就是約一米六七至一米六八。
- 每次買或製作蛋糕時,總會有這樣的顧慮:蛋糕買多大的尺寸?
如果分母和分子能夠約分(如分子是2、4、8、16、32)就應該約分。 6寸是幾公分2025 每次買或製作蛋糕時,總會有這樣的顧慮:蛋糕買多大的尺寸? 中國古代在相當長的時期內,進食時一般都是匙箸並用,文獻中也常常是「匕箸」並提。
6寸是幾公分: 蛋糕大小,8寸or20CM哪個大?分別是多大?
現在市場上的寢具尺寸好像聯合國,常有各國產地商品的尺寸,其尺寸各有不一,市面上每個品牌的尺寸也不盡相同,因此建議消費者必須瞭解自己適用的尺寸,以便購買到合宜的規格。 英呎為英制單位的中文名稱,一英呎為12英吋,一英呎為30.48公分、一英吋為2.54公分。 一英寸約為2.54公分,一英尺有12英寸,5尺6寸為66英寸,所以為167.64公分,也就是約一米六七至一米六八。
所謂匕和箸,就是我們現代所說的餐匙和筷子。 6寸是幾公分 在黃河流域,1934年至1935年間對安陽殷墟侯家莊考古發掘時,在M1005墓中曾出土有商代青銅箸6支。 說明距今3千多年前,在商代後期已有青銅箸使用,這也為「紂為象箸」的史籍記載提供了證據。
6寸是幾公分: 尺寸的換算
廚房【asdfkitty】日本CAKELAND-圓型戚風蛋糕模型-15公分-6吋-可活動分離脫模- 日本製. 網路價 270元 約可獲得超贈點: 2 點 付款方式 同樣上網買. 單筆1000送100刷卡金 刷卡紅利折抵 … 從出土的古代筷子來看,春秋兩漢間出土的各種筷箸,長度一般較短,多在17至18公分之間。
若需要測量 PVC 管管徑,較小的尺寸可以使用卡尺直接測量管外徑大小,再換算為標稱管徑。 若管徑過大沒有合適的卡尺,也可以用皮尺或捲尺測量該管圓周長,再除以 3.14 ,即可以得出近似管徑。 例:圓周為 839 mm 之 PVC 管,應為 250A 或是 10 ” 管。
6寸是幾公分: 公分/英呎換算表
一英吋等於2.54公分:一公分等於0.3937英吋;2吋等於5.08公分。 這個頁面幫助你輕鬆在英吋、公分間換算。 2.在2010年時,蘋果執行長賈伯斯曾認為大尺寸螢幕手機不會是市場取向,當時蘋果發表的 iPhone4 螢幕為3.5吋 。 ※300dpi 的解析度是一般相片的解析度,只要將數位相機的解析度長寬兩邊的數字各除以 300,即可得知可放大相片到多大尺寸,相片品質仍不會受影響。 近年來大罩也深受廣大消費者的青睞,大罩除了可以覆蓋在身體上,也可以當牀蓋舖在牀上,以避免髒污,所以大罩的尺寸規格會做的比牀墊尺寸還大,在臺灣常用尺寸為270公分x260公分。
「6分」水龍頭又叫 G3/4 龍頭,螺紋外徑 26.44 毫米(mm),內徑 24.12 釐米(mm)。 「4分」水龍頭又叫 G1/2 龍頭,螺紋外徑 20.96 公釐(mm),內徑 18.63 釐米(mm)。 美規參考英國鞋碼,以英吋(inch)為單位,制定新的尺碼系統,差別在於鞋碼比英國尺寸小一碼。
6寸是幾公分: 蛋糕8寸是多少釐米
唐代出土的銀箸,一般長度較長,最長者達33.1公分。 在湖南馬王堆一號墓1973年出土的3000多件精美文物中,有一雙竹箸,長17公分,直徑0.3公分。 這雙2100多年前的西漢圓箸實物,現藏於湖南博物館,可謂彌足珍貴。 於中國周代已經出現,後傳到日本、朝鮮半島、越南等地。 上面只是常規建議,如果有的人特別喜歡喫蛋糕,或特別不喜歡喫蛋糕,那麼可以酌情考慮增減蛋糕尺寸,避免喫了不夠,或造成浪費。 情人節/生日蛋糕等,都可以在網上買,快至2小時到,同城配送,也可以預約指定時間發貨。
在液晶顯示器中,規格一般有17寸、19寸、22寸等。 在手機中,屏幕尺寸現在一般有4.0寸、4.2寸、4.5寸、4.7寸、4.8寸、5.0寸、5.2寸、5.5寸、5.7寸、6.44寸等。 在平板電腦中,屏幕尺寸一般有7.9寸、9.7寸、12.9寸。 顯示屏的大小通常以對角線的長度來衡量,以英寸單位。 在生活中,我們經常見到寸這個量詞,比如形容手機屏幕用寸,形容蛋糕大小也是用寸,那麼6寸是多少釐米呢? 1.隨著廠商朝向正面全螢幕的挑戰,開始出現像是有瀏海、水滴,或是螢幕開孔的顯示螢幕,所以會出現廠商標示除了對角線計算的螢幕尺寸外,多增加標示實際可觀看的螢幕尺寸大小。
6寸是幾公分: 螢幕尺寸
比如平常穿UK9號,那US則會穿10號。 如果想要換算出其他尺寸的話就以此類推,但相信看到這裡大家都頭昏腦脹了。 所以幫大家整理出了一個表格讓你們可以更加簡單的換算食材。 雖然烤模尺寸不同,但一般來說高度和3.14都是相同的,所以我們只需要考慮到「半徑x半徑」這個部分就行了。 快發乾酵母、活性乾酵母、新鮮酵母使用比例換算為依照下列比例進行換算哦!
6寸是幾公分: 蛋糕有多大,夠幾個人喫的?
一英寸是2.54公分,大約一個小指指節的長度。 及手機螢幕使用英吋來表示大小,40吋電視就是指電視顯示幕的對角線長度為 40 英吋,6吋手機指的也是螢幕對角線長度。 螢幕尺寸,是以螢幕對角線計算,通常以英吋(inch)作為單位。 英吋,簡稱吋,是使用於英國及其前殖民地和英聯邦的長度單位,美國、加拿大、澳大利亞等前英國殖民地國家也用。
在生活中很多人會遇到這個問題,那麼12寸是多少釐米多…… 14寸是多少釐米14寸是多大多少釐米呢? 在生活中很多人會遇到這個問題,那麼14寸是多少釐米多…… 在重量恆定的情況下, 蛋糕要尺寸大一點就做薄一點, 要小一點就做厚一點咯! 1磅約454克,適合4人食用,相當於普通6寸蛋糕;2磅約900克,適合5-8人食用,相當於普通8寸蛋糕;3磅約1400克,適合10-12人食用,相當於普通10寸蛋糕。
6寸是幾公分: 尺寸轉換 長度單位換算
一吋2.54公分、一英尺30.48公分、一米100公分。 不論你是想換算吋、公分、尺、釐米或是公尺,你只要將你想要換算的尺寸長度單位的數字,輸入以下的欄位,系統就會自動幫你計算對應的長度。 6寸是幾公分2025 一公分為10公釐,大約小指指甲的寬度。
蛋糕 6吋 公分料理食譜配方,共有9種不同的作法。 蛋糕 吋 公分、蛋糕 6吋、蛋糕 6吋 食譜。 美味的藏寶圖,料理的萬花筒,就在食譜主題網。 現在我們使用的筷子,標準長度是七寸六分(約22至24公分左右),這其中是有含義的,代表人有七情六慾,以示與動物有本質的不同。 當然並不是筷子產生那天起,就有了這個標準長度。
6寸是幾公分: 公分及英吋轉換公式
目前網路上的中文食譜或是臺灣烘焙老師出的烘焙參考書籍大多都是用我們熟悉的單位,也就是公克,但國外的食譜或少部分中文食譜會出現我們不熟悉的單位,這時候如何將那些單位換算成公克就相當重要囉! 「牛奶一大匙是多少毫升?一顆蛋蛋白有幾克?……」,相信這些單位換算的問題對很多烘焙人來說很擾人,一下要換算這個食譜一下要乘這個係數,搞到都頭昏腦脹了。 又或是材料都算好了,卻不知道要怎麼調整才能符合手上有的模具。 6寸是幾公分 圖像尺寸的長度與寬度是以像素爲單位的,有的是以釐米爲單位。 像素與分辨率像素是數碼影像最基本的單位,每個像素就是一個小點,而不同顏色的點(像素)聚集起來就變成一幅動人的照片,數碼相機經常以像素作爲等級分類依據。
6寸是幾公分: 寸與公分 換算表
臺灣一般家庭所使用及購買的牀上用品之寢具不外乎有枕頭套、被套、牀包、平單、牀裙及被枕胎類等等。 通常每個人會依照自己及家人的身型及舒適度選擇適合的牀墊尺寸及被胎尺寸,因此選擇適合自家牀上用品之寢具尺寸大小就顯為格外重要。 相當於通常說的1分管到7分管,更小的尺寸用1/16、1/32、1/64來表示,單位還是英寸。
英寸(英語:inch,複數:inches;縮寫為in或″),或英吋,簡稱吋,是使用於英國及其前殖民地(包含美國、加拿大、澳洲、香港)和大英國協的長度單位。 這是一個不同單位的長度轉換工具,可以將英制單位的英吋, 以及公制單位的公分,公釐作相互轉換,並且支援分數型英吋。 配合虛擬尺呈現相對應的長度,讓我們一目瞭然。 這個身高轉換工具,可幫助您輕鬆轉換英制單位和公制單位的長度, 將英呎/英吋轉換為公分,或將公分轉換為英呎及英吋。 計算結果帶有計算公式以及虛擬尺,讓人更容易理解,換算結果及過程。
英吋在日常被廣泛使用,例如電視機及手機螢幕使用英吋來表示大小,40吋電視就是指電視顯示幕的對角線長度為 40 英吋,6吋手機指的也是螢幕對角線長度。 還有衣服的尺寸,例如腰圍幾吋,胸圍幾吋等。 目前臺灣寢具常見的尺寸有傳統版及現代版的規格,傳統版的尺寸規格通常以”尺”作為計算單位,現代版的尺寸則以”公分”為單位。 不過傳統版及現代版的規格是不相衝突的,一般傳統市場店家所使用的名稱則是以”尺”為單位居多,百貨公司的寢具專櫃則使用”公分”單位較多。 印刷, 紙張, 海報, DM, 設計規格尺寸老是背了又忘,從A1.A2.A3.A4.A5.A6、B1.B2.B3B4.B5.B6,到底每個尺寸的公分數,正確值為多少呢? A5信封尺寸是臺灣人常用的中式尺寸之一,裡面還有包括A0-A5等系列海報尺寸表與B0-B5等系列紙張表,ISO 216定義A、B、C三個系列的紙張尺寸。