請問第七題怎麼解

WISDOM ENGLISH broader of the D Talk their iver als. out of d Unit 8 Ban-Doh: The Most Authentic Taiwanese Eating Experience a student exchange program has really opened my eyes 2 the cultural differences between my country and Taiwan. One of the most memorable parts of my trip was when host family invited me to a wedding banquet in Kaohsiung. my 3 arriving at the banquet, I soon realized that it was totally different from what I'd expected. Back in the US, banquets are usually held in large dining halls. This one, taking place right out on the street! 4 was tent occupied nearly half the street. However, none of the pedestrians or the people in passing vehicles looked like they cared. Under the tent, guests sat at large round tables, chatting cheerfully. At one end of this temporary tent, there were cooks and assistants up shelter all the guests from the fierce sun, a huge delicious-looking food. 7 6 energetically to prepare platters of quite curious about how this fascinating custom of "open-air" banquets had first come about, I asked my host parents. The host father explained that this kind of banquet, known as a "ban- doh" in Taiwanese, 8 in the countryside. In the old days, when people gathered for a special event such as a wedding or an elder's birthday, everyone in the neighborhood would 10 9 to a ban-doh. The host would prepare all ingredients for the meal, and the neighbors would help out. Some would do the cooking, while others might provide tables, chairs, and eating utensils or assist in other ways. They would then all relax and enjoy the banquet together. The ban-doh back then was all about enjoying a sense of community and togetherness. Having the chance to experience this fascinating event, I feel truly lucky. It is the first story that I will share with my friends and family when they ask me about my student exchange experience in Taiwan. (A)1. (A)Taking part in 0809 (A) backward 4 (0) 3. (A) Upon B)4. B) 5. (A) Putting (A) In other words (D) in front of Until (D) In particular (B) Took part in (B) toward (C) Takes part in (C) regarding (D)Taken part in (B) as soon as (B) on the other hand (B) Put the moment (C) additionally (C)To put (D) Have put B) 6. (A) work (B) working 7. (A) Were (B) Feel XC) t (C) Being to work (D) worked 8. (A) originate (B) originating (C) to originate (D) Felt (D) originated (9. (A)cooperate (B) introduce (C) initiate (D) correspond ) 10. (A) revenge (B) arrange (C) arrest (D) commit

求解

設 ABCD 為圓內接四邊形,若∠ADC=60°,AB=3,BC=2,CD=3,則 AD =

求解

右圖△ABC中,AB:AC=5:3,BP:PC=3:1, 設R,分別表△ABP與△ACP 之外接圓半徑,則R:r B A ⑤ P

想問一下這個要怎麼變極座標

0 1-2 sin 112, -2 cos 112°)

請問這題為啥不是綜合理論？

摩拜,剖圖美蹼來提 5-26 為題組 ◎ 由於荷蘭的犯罪率持續下滑,囚犯人數逐年下降,該國正面臨監獄過剩的問題。荷蘭 司法部發言人表示,目前荷蘭有三分之一的牢房處於閒置狀態,2017年犯人床位的使 用率只有62%,綜觀荷蘭監獄使用率不高之原因,除了荷蘭法不設最低刑期,對於犯 人的刑事處罰較為寬容外,量刑也以罰款作為優先選項,即使遭判刑,犯人在監獄中 除了一人一間牢房,也擁有部分掌握自己生活的權利,例如可以自由選擇牢房牆壁的 顏色、穿自己的衣服,還有廚房可自己烹飪,享有社會保險以及有給薪的教育訓練與 工作,追蹤研究顯示出犯人服刑完畢出獄後,多能順利融入社會,且再犯率偏低。 孝觀譯 AB C饋: 41.47 15. 根據上文判斷,荷蘭刑事政策看待刑罰的處罰最符合下列何種理論? BA D(A)應報理論 (B)綜合理論 (C)一般預防理論 (D)特別預防理論

請問這題要怎麼算

Ex83.已知90°≤e<180°,解方程式4cos²+2/6sine-5=0,則=\ √√√6-√√2 (註:sin15°= sin 18-√5-1 4 4 10=105°. 165. (*) or (有兩解) 296

請問E選項為什麼是對的 因為我平衡完的係數分別為2 13 8 10 也就是產物那邊的係數總和增加 那這樣氣體體積不是也增加嗎 那為什麼壓力會減少？ 謝謝回覆

245 2. 於 25 °C下,將0.1莫耳丁烷與過量的氧氣在定體積的容器内完全燃燒。燃燒 後,溫度回復至25℃,則下列有關此反應之敘述,哪些正確? (A)需消耗氧氣 0.9 莫耳 ((B)可產生0.5 莫耳的 H2O (C)可產生0.4莫耳的CO2 (D)燃燒前、後,分子數目不變 [黎明中學 2C4H10+130228602+10H20 0.1 211313 < 8410 燃燒後,容器內的壓力會降低、氣体產物係的總和

請問E選項的氧氣理論產量為什麼24/240要乘上3 謝謝回覆

750. ) 1.取 24 g PbOz(s)在坩鍋中強熱分解生成Pb:O.(s)後,因生成的O2(g) 逸散而使重 量減輕 0.64g,試問下列選項哪些正確?(原子量:O=16、Pb=208 (A)該化學反應係數總和為3 (f) 生成的O2 在 25°C,Latm下為490 mL (C) PbO4 共生成 23.36 g (D) PbO,在反應的過程中共用去 0.06mol 208 1308 〔高雄三民高中〕 6.4 624 14 0.649. 10.649 Ov (EO的產率為60% 0.02 理論產量為瑞×3=0.3ml/化學(全)-57 DE 並非病端 bub 30. Pb O₂- Ph₂04 +0 0.1 3 2. 0.02 him

左邊圖為題目 右圖為此題解析 請問這題題目說的『碳酸亞鈷在無氧環境中加熱分解後』 ，如何得知其為完全分解，因為這題我主要是卡在3.57克，是否完全分解成產物 謝謝回覆

*2.有3.57 克的碳酸亞鈷(CoCO3)在無氧環境中加熱分解後,產生一種鈷的氧化物A 2.25克和CO2A曝露在空氣中會和氧氣反應轉變成另一種鈷的氧化物B2.41克。 (原子量:Co=59) (1)寫出碳酸亞鈷加熱分解的平衡反應式。 (2)寫出A和氧氣反應的平衡反應式。 DEER 387,X 59 12 149 g [黎明中學修訂] A= A- CxOy.

求解

i. U₂> U = U Uz>UU ( ) 6.將質量為m的石頭,以初速度v鉛直上抛,若不考慮阻力,則石頭可到達最大 高度為H。請問,當石頭位於最大高度一半時,石頭的速率為多少? Vo Vo Vo (A) (B) (C) 2 √2 4 (D)2v。(E)/2v。。 VÆ