写真中央の"It would be..."の1文の解説をお願いします。 意味は「何らかのの生活手段を全員に与えることの方がはるかに理にかなっている」なのですが、よく分かりません。使われている熟語とかを説明していただけると助かります。

Is It Time for Universal Basic Income? In 1516, Sir Thomas More wrote Utopia, a novel about the political and social systems of an imaginary ideal nation. More addressed the issue of poverty by having one of the main characters exclaim, "No penalty on earth will stop people from stealing, if it's their only way of getting food.... It would be far more to the point to provide everyone with some means of livelihood." Over 500 years later, income inequality and economic insecurity are still major problems, having become deep-rooted consequences of modern capitalism. This situation has inspired some economists and political strategists to look to More's Utopia for guidance.

People in every corner of the world have a similar basic way of living . 訳はどうなりますか?解説と共にお願いします。 everyはどのように訳せばいいのか分かりませんでした。

大問ひとつだけでもいいので教えてください🙏

EXERCISES 次の各文のイタリック体の動詞は、現在の状態 理 ⑩ 確定的未来 未来の代用のどの用法か, 1) Lucy sends e-mails to her family every day. 2) They arrive in Beijing tomorrow afternoon. 3) His house stands on the hillside. 4) It will be warm before those birds fly to the north. 5) Cells are the basic units of life. 12 次の各文の( )内から適当な語句を選びなさい . 1) The children (plays, play, played) in the park in those days. 2) My father usually (take, will take, takes) a walk every morning. 3) On earth, water (boil, boiled, boils) at 100°C. 4) Last night a good idea (occurs, occur, occurred) to me. 5) The street lights will turn on when it (will get, gets, got) dark. 6) Please wait here till I (will return, return, returned). 7) I doubt if he (will succeed, succeeds, succeed) in the exam. 次の各文の( )内の動詞を必要に応じて適当な形にかえなさい. 1) The Thames (flow) through London. 2) I (lie) down under an oak tree yesterday. 3) My father (be) retirement age next year. 4) I'll let you know as soon as I (arrive). 5) Look right and left when you (go) across a street. 6) When I (look) at the baby, it was sleeping. 7) I'll believe you if you (show) me the picture. 現在の習慣, © 不変の真 ⓔ の記号で示しなさい.

この英文を添削してください🙇🏻

hasuy seclaL denlt deslt think Ia a Imadia user because Disseminate. Basically 1 wateん it. uke Instagrem1INE im formatien 2 like SNS and. Tile toと. Hav ever denlt secial madia Count on 1 tabe Theme or ether

change the worldのbasic 入試基礎編　の解答あれば 送って欲しいです🙇‍♀️🙇‍♀️ できたら1〜5

問題の文章と問題文です　答えをお願いします

TOEFL Reading REVIEW eismins to Banufaig Natural Resources Yabezaug to sabi nism arti ei BAN eyso teoM neobrile 1 to evso ent, ( Natural resources are useful things that occur naturally in the environment. Some examples a are petroleum, water, and trees. Humans depend be careful to use them wisely. on natural resources in many ways, so we must brow ent Resources can be divided into two categories: renewable and non-renewable. The difference is that renewable resources recover naturally over time. Renewable resources are usually living things like animals or plants. For example, trees are a renewable resource because they can be grown again after we cut them down. But oil is a non-renewable resource because it takes millions of years to form again. We must try to conserve non-renewable resources because once they are used up, we cannot get more. Natural resources can be traded between countries. They can create a lot of wealth for resource-rich countries. For example, Saudi Arabia, Iran, and Kuwait in the Middle East have large amounts of petroleum. They export it to other countries and make a lot of money. ssl 10 ayaw inshoami ni olqueq siroteirting en A arbelbeforq alaihe erit @ 'eviso ant qu baisvos adoOR O eves ortt birt aloon eeuse 0 ni molte notni Jedno nisam chi apnang VOLUME vert befotong ant extoon nettet no obiani op bludo sho no bhoo boop ni perle. petroleum enew donitisq eviso eni to YOGI oil found under the surface of the earth or under the sea daiq Q BACK 05 Sentence Simplificat

⑴で12の二乗や三乗…を計算していく以外の簡単な方法ってありますか？

46. 《桁数と最高位の数字, 一の位の数字》 類 basic p.99 例題 2050a12 A=120 とする。 (1) Aの一の位の数字を答えよ。 nte& さぐ (2) Aは何桁の整数か。また, Aの最高位の数字を求めよ。ただし,log 102=0.3010, (1og 103=0.4771 とする。 「類松山

(2)を例題の様に解きたいです。 ですが、因数分解してからどのようにしたらいいのかわかりません。 お願いします

V126-3n=\3(42-n) が整数となるための条件は, 3(42-n)が0または平加) (2) n-4n-32=(n+4)(n-8) が素数となるのは, n-8<n+4 より,次の2つ basic 8 式の値の条件から整数の決定 (名古屋学 ()V126-3n が整数となる自然数nは何個あるか。 (2) n-4n-32が素数となる整数nを求めよ。 例題 (頻岡山商料 例題 19 最大 よ。 素因数分解や素数の性質を利用する b 考え方 ) の中が0または平方数になる条件を求める。 (2) 素数の正の約数は, 1とその数のみ。 → パ-4n-32 を因数分解すると,因数のどちらか一方の値は±1 考え ポイント 解答 ポー 1/の中が 0または平方数 になることである。 0<42-n<41 ここで, 42-n20 かつ nは自然数であるから 42-n=0, 3·1?, 3-2°, 3·3° n=42, 39, 30, 15 1。 UTen 4個 答 よって 2 したがって ゆえに 1 式を因数分解 3章 場合がある。 [1] n-8=1 かつ n+4が素数のとき 一方の値が±1 4巻 n-8=1 から n=9 の このとき, n+4=13 となり, n+4は素数である。 [2] n+4=-1 かつ n-8が (素数) × (-1) のとき n+4=-1 から このとき, n-8=-13 となり, 一 (n-8) は素数である。 5年 章 6。 2000 n=-5 したがって n=9, -5 圏 章 練習 V2000-5n が整数となる自然数nは何個あるか。 (2) n°-20n+91 が素数となる整数nを求めよ。 章 とする。 19 (立動 (明治学院

1.2.5.10.11をsvocで振り分けて下さい。 よろしくお願いします🙏

Lesson 1 Part 2 Name: 1 Shohei Otani always makes every effort to achieve his dreams. 2 He gives us some useful hints for achieving our own dreams. 3 Iam the youngest of three children in my family. 4 Iwas active in my childhood, and I liked sports very much. 5 Ienjoyed badminton and swimming beforeI started to play baseball. 6 My father was a member of a nonprofessional baseball team, 7 and my older brother also played baseball. 8 Ijoined a local baseball team when I was seven years old. 9 This was the beginning of my love for baseball. 10 My father was a coach of my team, so he taught me how to practice. 11 He always told me to learn the basics of playing baseball. 12 Thanks to his advice, I was able to become a better player.

The food one findsの品詞分解をお願いします🙇🏻‍♀️🙇🏻‍♀️

torswhere they have experienced English coo uBs and McDonald's," they often say, I have logical. The food one finds)in an English pub i e of English cooking. As for the fast-food h to be English. inglish cooking, and I was interested to readt theory is this: our basic_ingredients, when fres uces or complex recipes to. hide their natural ta ust boiled (not overboiled) and served with butter s iciou