幫我看第三張圖的 三題練習題答案對嗎❓

44 How Do You Take Your Tea? 計等 Not counting water, tea is the most consumed drink) in the world. It makes sense if you 么理 think about it. The two countries with the largest populations, China and India, have strong 魯统 tea-drinking traditions. While the love of tea seems to be international, what differs is the 國際性 不同 manner in which people take their tea. 關製 Indians drink more tea per person than any other people on Earth. One popular way to drink tea there adds a long list of ingredients, making it something quite unique. The recipe 種類 includes tea, of course, plus milk, sugar, and a variety of spices including ginger, cloves*, 黑月紋 cardamom*, cinnamon*, and black pepper. After the ingredients are all boiled together, the 名为 liquid is poured, often from a great height into small glasses. 到来 高傲

麻煩幫我看一下第二張的三題 答案對不對

Story about Pearl Milk Tea 工約定報 Everyone knows The New York Times is the newspaper to read for the latest news in the US and around the world. However, on August 16, 2017, it ran a story on pearl milk tea, which is also known as 表示 boba tea, that treated the drink as something new and exotic. 1. and the paper's readers didn't hold back on calling them out on their mistake. First created in Taiwan over 30 years ago and popular throughout Asia, 遍及亞: 2._. In fact, dozens, if not hundreds , of pearl milk tea shops are in New York City alone . Therefore, for the story's writer to call the drink new and confusing to the American mainstream showed a lack of respect. That's because it assumed the American mainstream was made up of only white people and not people from all cultures. That was not the first time The New York Times presented food and customs from non-white cultures 拉麥面 as strange and exotic. For example, in 2004, it discovered ramen, which 3. in Japan in the 19th century. This just goes to show that there needs to be a better mix of people and cultures in newsrooms.

求解第四第五題!!!電機的 謝謝😭🥺🥺🥺 拜託看到盡快><

2. The circuit in Fig. 2 represents an energy storage bank with vi(0)=-3 V, v2(0) = 5 V, v3(0)=-5 V. (a) If the switch Si is closed at tı > 0, find the values of vi, v2, and v3 after ti. (b) Following (a), if the switch S2 is closed at 12 >ti. Find the final values of vi, vz, and va after 12. 3. Let iz(0) = 0. Find the current il(t) of the circuit shown in Fig. 3 for t> 0. 22 w 22 32 1 ] 322 + 8t u(t) A 22 2H 1:6 8u(1) V 台Fv() 3i Fig. 3 Fig. 4 4. Let vo(0-) = 0. Find the voltage ve() and current i(1) denoted in Fig. 4 for t> 0. 5. The switch shown in Fig. 5 is closed for a long time before t = 0. When the switch is open at t = 0, find i(t) for t < 0 and > 0. i=0 =0 212 622 W + 392 8 V 0.510) 2=vd) - Fig. 5 FE final Sophie de EES-B22.pdf 20210611_115335.jpg 20210611_115320.jpg 18.pdf

根本看不懂啦＼(￣▽￣;)／

Your report should follow these guidelines, although you may choose how you present it: How to Write a Mathematics Report In writing your report, remember that you are writing up a mathematical story and so, like all good stories, it will need a beginning, a middle and an end. More formally, the main components of this writing style are: Introduction, Formulating the Problem, Solving the problem, Discussion of Results, and Conclusion. We will now consider some of the detail in each of these aspects. Introduction This is the beginning of the story. Give a brief explanation of what the problem is about what the goals of the report are and what will be presented. Assume that your reader does not know what the problem is about or how to solve it. Formulating the problem Translate the situation into a maths problem. Explain how you will begin to solve the problem and break it into simpler stages. Discuss any assumptions made. What quantities are variables and which values are fixed? You may use sub-headings if they assist you. Solving the Problem Show any calculations and mathematical reasoning that you use. (Assume that your reader does not know much maths). Do not show the same types of calculations repetitively. Just give one or two examples of a calculation and then put the rest of the results in a table. Use diagrams or graphs if they assist you. Make general remarks about what you observe in your calculation results and, possibly, why. You may want to criticise your work and go on to improve it in the next section. Explain what you will do next and why. Discussion of Results - Evaluate and Verify Summarise your results if necessary and refer to your mathematical reasoning. Justify procedures used. Interpret your results. First, are they reasonable or does something not look right and need further investigation or checking? Is there a decision to be made? Here is where you should present the decision-making process. Evaluate the strengths and limitations of your solutions. Conclusion Summarise your findings. Refer to the problem outlined in the introduction. Make sure that you answer the question that was asked. Make recommendations. No new material should be presented here.

求解 謝謝！

10 Lesson One 4. No one could stop the two from finishing the race. As they slowly approached the finish line, the 65,000 spectators in the stadium cheered loudly for them. Derek didn't win the gold medal, but he still became a champion in everyone's mind. After the race, Derek expressed his thoughts on why he had insisted on finishing the race. “It doesn't matter how hard it is, but you must finish what you started." Derek Redmond's persistence made him a true legend. 5. 全新試題 1. 2. 3. 4. 5. VI. 素養閱讀 According to historical records, the origin of the Olympic Games dates back to 776 BC in Olymp Greece. The first modern Olympics were held in Athens, Greece, in 1896. The symbol of the Olympics, namely the Olympic Rings, consists of five interconnected rin each a different color: blue, yellow, black, green, and red. These rings represent unity among the f continents: Africa, the Americas, Asia, Europe, and Oceania. The Olympic flag was adopted in 19 and first presented at the Summer Olympic Games in Antwerp, Belgium in 1920. The motto of the Olympic spirit is “Citius, Altius, Fortius," which is a Latin expression mear " What is important in the Olympic Games is not winning but tal

第三大題求解！

題答對者,得1分;答錯、未作答或畫記多於一個選項者,該題以零分計算。 9 第31至40 題為題組 Gugu Mbatha-Raw loved ballet and tap when she was little. Her later 31 in choir, band and plays helped her earn a place in the renowned Royal Academy of Dramatic Art by the age of 17. By 22, she was winning nominations 32 Juliet alongside Andrew Garfield's Romeo on the professional stage. Mbatha-Raw played Ophelia in a West End 33 of Hamlet that was shipped to Broadway, and she has worked 34 in the U.S. ever since. Mbatha-Raw is the daughter of a black South African man and a white British woman, but she is not held back by skin color. "I feel as much white as I do black. And so it's really important to me to address the 35 of gender and identity in my work.” She did just that in the film Belle, 36G she played the biracial child of a British officer and an African slave in the 1700s. Through her fabulous acting, audiences are able to understand a mixed race young woman's struggle to find a place in the society of that time. In another significant role, Mbatha-Raw 37B a burned-out pop star in the 2014 film Beyond the Lights. The lead character wants to stay 38 to herself while the pressure of fame pushes her to the edge. In the end, the pop star finds redemption Barot 39 suicide. This and other central roles in recent films 40 l a desire to speak for the women in industry. "I want to be involved in more work that presents women not just strong women but as real, multidimensional women." Based on her success so far, it seems that Mbatha-Raw will be known for both her acting talent and her commitment to truth, she is bound to reach even greater heights in the near future. (A) true (B) attempting bit (C) production (D) portrayed (E) issues (F) as (G) where (H) steadily (1) involvement, so) demonstrate 3-3 SX

求解，可以教我怎麼算嗎😭

2 Two individuals, 4.455Cc2D2D5e and qqgppccddee, are mated (配對) to produce anFl that is self-fertilized io Produce F2. Ifthe capitalletters (大寫) represent dominant, and all five loci are independently assorting alleles: 人 1) How many different genotypes will oceur in the F2? 2) What proportion (比例) ofthe F2 genotypes will be recessive for all five loei (基因座)? 語玉2

財管題目，求解😭😭😭

@ 今天,小陳正在慶祝她的 40 歲生日。她的願望是希望在 65 歲退休時,退休後 的 20 年間,每年生日時都能從儲著帳戶中提出$240,000。第一次提款時間是她 的 66 歲生日。小陳打算參加兆豐銀行零存整付專案 (年利率 2%) ,每年生日 時都存入一筆等額現金到此專案帳戶 ,做為退休基金之用。 (1) 如果小陳從 40 歲開始存款,一直到 65 歲 (最後一筆存款是 65 歲生日) ,請問 她每年要存入多少錢才能支應她的退休需求 ? (可先找出以下條件:預計幾年後 退休 ? 退休後每年可領金額 ? 退休儲蓄金可使用年限? ) (2) 假設小陳剛剛很幸運地中了大樂透,所以她決定要改變計畫,不要每年存入等 額的現金,而是在40歲生日時直接存入一大筆可以滿足她退休計畫的錢。請問 大樂透獎金至少要多少錢才夠呢 ? 如果大樂透獎金為$1,500,000 , 請問足以支 應退休計畫嗎?若是可以,請問小陳退休後每年可提領的金額增加多少? 若是不 足以支應,請問小陳每年要再存入多少錢才能支應她的退休需求? ( 假設不考慮 稅賦等影響因素 ) (3) 假設小陳的公司提出員工分紅計畫 ,每年會有$12,500 元分紅直接存在她的儲蔡 帳戶。此外,小陳預期在她 55 歲生日時,可從一筆家族信託基金領到$120,000, 到時她也會把這筆基金直接存到她的退休金帳戶。請問,若有分紅計畫和家族 信託基金的幫助,小陳每年應該還要存入多少錢,來支應她的退休計畫呢?

有人可以麻煩幫我看有沒有寫錯嗎🙏🙏

Busines5s comrmunmlecat or fora supermarket 選避1 is abuyer IT Rick Parry 15 凡 記全8 et tative ofakey supplier. fion with words from feeg7fF9#-f7#4e9 fojdf do ol do 7eye和77 ee-fojueef 1/olt 7 泌 ggz5 777CC 之 gg7zf 1 0 【///234 One of W2 1 CK Marcel, 」 4 2上全 our guest5. MarceL 3 Patti Kline. 5he works with Longridge,one ot our 宙他9 biggest suppliers. ry \ Ma cel ? 還 VGy le to imeet youu 1 iceto ice _、M9人一 , too. So Marcel, Wo _ GoMoxk_GS exactly? 2 反- 守eel WellL Tm in charge of all our stores in the south of England. 關代二?Thatmustbevery 毗戰din8. You know, alot of responsibility. dto talk to someone over there. seeing you, Pattt. Keep card

求題目C🙏

he Secant line PO jpo 全 slope of tangent line GZ+ 全 bs 二Instantaneous velocity i i $ which is the same as the average velocity over the time interval [lg,d 十 四. Therefore 7 e the velocity at time # 三 d (the limit of these average velocities as娘 approaches 0) must 7 [be equal to the slope of the tangent line at (the limit of the slopes of the secant lines). Examples 1 and 2 show that in order to Solve tangent and velocity problems we must be able to find limits. After Studying methods for computing limits in the next four sec- tions, we Will return to the problems of finding tangents and velocities in Chapter 2 FIGURE 4 kk 1.4 EXERCISES , 1. ,A tank holds 1000 liters of water, which drains from the (a) IPis the point (15, 250) on the graph of V, find the bottom of the tank in half an hour. The values in the table slopes of the secant lines PO when O is the point on the show the volume / of water in the tank (in liters) graph_ with 二5, 10, 20,25,and 30. (b) .Estimate the slope ofthe tangent line 午 吃by averaging after 7 minutes- the slopes of two secant lines. | fr(min) S$ 2 30 (c) Use agraph of the function to estimate the slope of the tangent line at P. (This slope Tepresents the rate at which | YOD 28 必 the Water is 1s siowing, from the tank after 15 minutes.)