英作文添削お願いします！！！

IV Read the following passage and answer the questions in English. ( 25 ) XEJECU 11THOFLO Lin Traditionally favored by private institutions, school uniforms are being adopted by US public schools in increasing numbers. According to a 2020 report, the percentage of public schools that required school uniforms jumped from 12% in the 1999-2000 school year to 20% in the 2017-18 school year. that playing field Supporters of school uniforms say that they create a "level reduces socioeconomic inequalities and encourages children to focus on their studies fu O 09 rather than their clothes. T TAS FOTK Opponents say school uniforms prevent students from expressing their individuality, and have no positive effect on behavior and academic achievement. DESCOSO 5 (1) (1) Based on this passage, what does "level playing field" mean? Write around 40 words. Ma>** (1) (8) * 18* (2) What do you think about school uniforms? Are you for or against them? Explain your opinion with reasons based on your personal experience, using around 70 words.

214の回答がDになる理由がわかりません。 製品の安定需要という内容はどこから読み取れるのか教えてください

Samuels LAX, announced on Movey that it will spend $1 billion to build nylon production and processing facilities in Singapore to serve the Asia Pacific region. Construction of the 45,000-square- meter plant will take two years. When the factory is complete, it will employ over 500 workers and have an estimated annual production of 60,000 tons of nylon and nylon components. According to company spokesperson Michael Tan, the plant will be equipped with the same advanced technology used in Samuels plants in India and Canada, enabling the company to price its nylon competitively. The nylon products will be sold to 213. What is the purpose of the article? (A) To publicize new merchandise (B) To discuss a company's plans for expansion (C) To explain a problem with a product (D) To describe the layout of a factory 4 Part Part applications. companies throughout the region for use in various industrial textile The Asia Pacific market for nylon has remained strong over the last decade, with the majority of purchases coming from the automobile manufacturers, Samuels is hoping that the efficient production from the new factory will position it to become a leader in the market. It will face stiff competition from Haring Corporation, the current leader, and from several other large chemical companies that ship nylon products into the area from Europe and Africa. 214. According to the article, why did Samuels Ltd., choose to target the Asia Pacific market? (A) It can ship in products from its existing plants. (B) There is no competition in the region. (C) Raw materials are available locally. (D) There is a steady demand for the product.

この問題の答えがどうやってもYになってしまうので、解き方と答えを教えてください🙇‍♀️🙇‍♀️

Simplify. Write using positive exponents. (³) (y 4 ) 5 y 1 2 4 3 6 7

英作文の添削お願いします！ 【テーマ】 Although boxing has a history of over a hundred years as an Olympic sport, some people argue that boxing and other s... 続きを読む

I agree with this statement. It is true that boxing is recognized as a sport. Moreover boxing is popullar all over the world. However, we have to consider some negative points. First, boxing is a dangerous sport and there are a lot of accidents boxers may die. 44 This Second, boxing is to knock down opponents. is problem on the moral. Boxing is against a human moral. This will lead to violence of people For these reasons, I argue that boxing and other sports based on physical violence shoud have no place in the Olympics. (94word)

質問は写真の方に載せておきます 教えてください

68 in+1) (2h+1) 重要 例題 122 an = f(n) a型の漸化式 a₁=1 / 2²₁ 求めよ。 解答 指針 与えられた漸化式を変形すると ちゃんと理解したい人のための高校数学 an= -an-1 n+1 これは p.567 基本例題121 に似ているが, おき換えを使わずに,次の方針で解ける。 an=f(n){f(n-1)an-2} [方針1] an=f (n) an-1 と変形すると これを繰り返すと an=f(n)f(n-1)···ƒ(2) a₁ よって, fn)f(n-1.…..f(2) はnの式であるから, anが求められる。 の形にできないかを考える。 00000 類 東京学芸大 (n+1)an=(n-1) agi (n≧2) によって定められる数列{an}の一般項を んのときaoになってしまうから× 〔方針 2] 漸化式をうまく変形してg(n)=g(n-1) この形に変形できれば よって 解答1. 漸化式を変形して ゆえに これを繰り返して 練習 122 an= n=1のとき よって したがって an= an= a₁ =. g(n)an=g(n-1)an-1=g(n-2) an-2==g(1)a g(1)a g(n) として求められる。 ムの範囲について確認 であるから, an = n-1 n-2 n+1 2･1 1 (n+1)n2 3 求めよ。 -an-1 (n ≥2) an= 201-2(カ≧3)上記と同様に n n1n-27-3 n+1 n n-1 n+1 解答 2. ① を次のように求めてもよい。 漸化式の両辺にnを掛けると n-1 1 1 1･(1+1) 2 a₁=1/22 12 であるから、①はn=1のときも成り立つ。 an= 32 1 5 4 39 すなわち すなわち an =- 1 n(n+1) ん。このときのになってしまうか (n+1) nan=n(n-1)an-1 (n≧2) (n+1)nan=n(n-1) an-1=......=2·1·α=1 1 n(n+1) ◄an= n-1 n+1 an-1 -1 n-2 n n-2 n+1 n+1 n -a₁-₂ n-3 n-jan-3 anponentiが含まれ ut an-11²1-1.h が含まれるように、教の宗教 47-11 543 761·183) n+1とn-1の間にあるレ in を掛けると都合がよい。 数列{(n+1)nan} は、 すべ ての項が等しい。 まめ 小数項は考えないから まと 代表的な ①1 等 ②等 >2ではダメ? 数列は第1項、2項・・・と、 (+2)a=(n-1) an-1 (n≧2) によって定められる数列{an}の一般項を 〔類 弘前大] ③3階 [4] a (1) C ② 15

It’s not always the caseは、rather以降にもかかってると考えていいのでしょうか？ よろしくお願いします

As I said before, it's not always the case that you have full confidence; rather, you are thinking that this is probablythe right move. Your opponent may in turn make a move which you do not expect, and this process goes on until the game is over. What's most important is your decision-making powe:

学校で正しい答えを教えて貰えなかったので、丸つけをお願いしたいです。 式の種類を書く問題です。 ※Exponential＝指数関数 Quadratic＝二次関数 Linear＝一次関数(線形) 元々英語で習ったので正しい翻訳ができてるか分かりません🙇‍♂️🙇‍♂️

11. Exrnential Gronth 12.Eonetial Grouth y= 3* ニー y= 4 13. Deorcasing Liook 14.っtive Quardrotic y=-2x-10 y=2x? + 5x-7 15. Haccasina Linmkと 16. Eretiol Granth Lineak 2 y=4x-3 y==-9* 5 17. Eponential Decay 18. paneutial Decay y=3-| y=2(0.1) 19. hsitive Quadratia 20. Decreasiaa Linear y=(x+2)? 4x+y=7 :-4ス+7 21. Exponential Grouth 22. Negative Quadratic y=2-5* y=-(x-3)? DOL 23. Negative Quadintle 24. Expanential Decay 1 y X y=-6x?-5x+4 3_8 nlN

見にくかったら言ってください この違いが知りたいです

川常に 方 1 会有を「向7てざえ、 て 津屋の全内と運産の成分の アカル

アメリカ住んでます。 数学が分かりません。英語と数学わかる方教えて欲しいです。

CHINSTRAP PENGUINS The population of chinstrap penguins on an island in the Antarctic was comprised of about 60,000breeding pairs in 1980. The population of chinstrap penguins has been declining by about 3.6 percent per year since 1980. 1)INITIAL VALUE 2 GROWTH OR DECAY RATE Determine the initial Determine whether the situation represents exponential growth or decay. value, a. Drag the circle over the correct term. = D 60000 GROWTH(or DECAY) Rate: r= 0.036 3 FORMULATE EGQUATION y= a(1土r)* 4 APPLY Formulate the equation of an exponential function that models the population of breeding pairs of chinstrap penguins x years after 1980. If the trend continues, what will the population be in 2050 according to the model? chinstrap breeding pairs ソミ 60000 1-0.036 |D* x Round to the nearest whole number. OMoth Beach Solutions LLC

この問題のA、B、D、Eの解説をして欲しいです。 分かる所だけでも大丈夫です！お願いします(*^^*)

出」 [I) 次の英文の空所( A )~( F )を埋めるのに最も適当なものを下の1~9 の中から選び,その番号を記入せよ。 (合融の左飛)時人5用番 合融さ 充東 f Sr Si辺大 ご 指徴 I I'm delighted to drink a glass of water that began as snow in the French Alps hundreds of years before I was born, then became ice in a glacier, melted into deep underground springs, and finally was bottled and carried all the way across sea and land to sit available on the grocer's shelf. / For a very small price, I can have imagination in a glass- an ordinary glass( A ), the creativeness of the industrial revolution and the pleasures of a poetic view of life. / Moreover, this liquid is good for me. /It is me, as a matter of fact- 90 percent of my body is water. / There is high end of the water market as yet untouched: rare and historic water. | I'm thinking beyond natural purity - of water that has value because of its age or its association with special events or because there simply is no more of it ever to be had. / This seems like the fine-wine division of bottled water. /