答えがないので分かりません。reed＆AnswerとLet's checkを教えてください🙏

世界の人々は日々の食事に何を食べて Each country has its own staple food, Part a food Staple foods 1 which is commonly eaten every day. 5 Wheat is provide carbohydrates, which are our energy source. The major staple foods are rice, wheat, corn and some root vegetables. Rice is eaten mainly in Asia, boiled, steamed, or sometimes made into noodles. eaten in Europe and North America. It is usually ground into flour and made into bread or pasta. Corn has been a staple food for people in South America. It is ground and processed into bread, tortillas, or 10 The most common root vegetables are cornflakes. potatoes. They are eaten as a staple food in various areas from South America to Europe. Yams or taro are also eaten widely in Africa, in tropical areas in Asia and in the Pacific. Root vegetables are usually steamed 15 or boiled, and sometimes mashed before being served. Though we eat staple foods for every meal, they 2 are not necessarily the main part of our diet. commo carboh source comk root ve Irú:t ve boil(es steam (sti:m( North In5:10 pasta Sout (sáuß proc (práse tortil [to:rt corn (kór yam taro mas [mæ nec [nès

答えがないので教えてください🙏

世界の人々は日々の食事に何を食べているのでしょう。 a food Part Each country has its own staple food, 1 C 5 Wheat is which is commonly eaten every day. Staple foods provide carbohydrates, which are our energy source. The major staple foods are rice, wheat, corn and some root vegetables. Rice is eaten mainly in Asia, boiled, steamed, or sometimes made into noodles. eaten in Europe and North America. It is usually ground into flour and made into bread or pasta. Corn has been a staple food for people in South America. It is ground and processed into bread, tortillas, or 10 cornflakes. The most common root vegetables are potatoes. They are eaten as a staple food in various areas from South America to Europe. Yams or taro are also eaten widely in Africa, in tropical areas in Asia and in the Pacific. Root vegetables are usually steamed 15 or boiled, and sometimes mashed before being served. Though we eat staple foods for every meal, they are not necessarily the main part of our diet. r 2 [ r 1- C r

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:

教えてください🙇‍♂️

Choose the best answer to complete the text. 『Practice CCheckLink Dear colleagues, The firm is --1 the process for ordering office supplies starting on May 1 We were filling out Form 22-B but we are 2 to start using a new document to request materials from the start of next month. Please use Form 671-A, remember to 3 in the amount of your request, make a copy for yourself, and submit the paperwork to the accounting division. 4 Sincerely, Michael Perry 1.(A) change (B) changes (C) changed (D) changing 2.(A) go (B) going (C) went (D) goes 3. (A) filling (B) flled (C) fills (D) fil 4. (A) Please refer to the instructions on the reverse side of this new document. (B) The new procedure will begin on the morning of May 31st. (C) For your convenience, we will continue using Form 22-B from May 1st onward. (D) Photocopythe document and give it to the accounting division. Inow od evna ()

enormously　を辞書で調べると副詞と出て来ますが、この写真の文だと　importantにかかってるように見えます。 あっ、形容詞を修飾してるから別におかしくないんですかね…？

Come to thinkl ofút) as a more or less automatic and natural act (like breathing ○状的詞 考え その事酒に、 or blinking. ) Of course, if we give the matter any thought at all> we must b/c realize that ,o,[language / there / automatic / is/ nothing / about].」 Children There 1s tgut Langirag e matic 5 must be taught their native language, and the necessary training takes a long 決要とあ3 に的に)受止継ゲ43 8.g 技街 time. Language is not something (that is inherited; it is an art that can be 事的に techniqu) passed on from one generation to the next ónly by intensive education) 通が 非常に ID is difficult [to realize the enormously important role (that language b/c. ( 3 )in our social behavior】 What_a different place the world would b e. Shad no one invented languagé!>There would of course be no books a こ け no one inad invented へ 手段 newspapers, tor writing or other means of communication(by words)would no というのも理由) exist. All of history would disappearforlwere it not for language there woul というのも理合) be no way of re-creating past experiences and communicating them to othersE V S 考過程 (of sharing in the mental processes of our fellowmen) Indeed, we couldn't thir もま張する。 at all. Many psychologists maintain that thought itself requires the use tv)

2枚目のプリントの問題が分かりません 教えてください

dish will actually look like, No worries. Japanese restaurants a real sample of “Today's Dish” outside and throwing it away mottainai spirit. Restaurants once had the habit of showing 3 Food samples are said to have started from the Japanese 2 This unique Japanese custom is attracting the attention of people from overseas. They seem both puzzled and delighted have taken away the anxiety, and often the disappointment, by with skill and craftsmanship, down to each grain of rice. It to see these realistic, colorful duplications, which are created speaking tourists, Visitors can just look at the plastic food also makes the ordering process easy for the non-Japanese- samples displayed in the showcase at the entrance to choose the 1 When reading Creating shokuhin sampuru food samples. O0-1 speaking tourists. Visitors can just look at the plastic food DO-1 which dish to order. 15 a real sample of "Today's Dish" outside and throwing it away atter closing. Then in the early Showa period, plastic TOod samples were first invented. Now, foreign tourists are even purchasing sampuru to bring home as a souvenir. This custom may soon spread to other countries as an amusing, charming part of Japanese food culture.(178 words) 20

和訳教えて欲しいです！！！ Now,in a study published in the proceedings of the National Academy of Science ,researchers at Northwestern university for... 続きを読む

（2）、（3）の答えがなぜ3、2になるのか 分かりません。わかる方教えていただきたいです。よろしくお願いします🙇‍♀️

C()に入れるのに最も適切なものを選びなさい。 1) The central Mexican highland may have contained as (J) as 25 million people, compared to fewer than 10 million living in Spain and Portugal. (2.6) en 1 ( の few 2 little 3many O good 2) Each member nation of the Iroquois donfederacy governed itself, but they acted together in time of war and met to discuss issues that ( ) them all. (l.21) p(reachedboT (E ③ concerned )- in a kind of public vote open to D amused ② opposed Decisions were reached through a process of ( both men and women. (l.27) ③ growth あるO distrust 日の日 Consensus E) (1) error

定常波の問題です カッコ2の解説の図がよく分かりません。どういう状態なんですか？

つの波の波形を表し,実線の波はx軸正の向き,破線の波 例題 39 定常波 om/s の同じ速さで逆同きにx軸上を進む2つの正弦波がある。図は時刻t3D0sのときの2 はx軸負の向きに進むものとする。 2つの波の山と山が,最初に重なる時刻t[s] を求めよ。 A2)om<x%10.0mで,定常波の腹となる位置を答えよ。 ¥ 定常波の振幅,波長,周期を求めよ。 4y [m) 3.0 100 0 2.0、4.0 ,6.0 8.0 x (m] -3.0 解答 (1)t= 3.0s(2) x=1.0, 5.0, 9.0m (3) 振幅:6.0m, 波長:8.0m,周期:8.0s リード文check 0-波長入,振幅 A の等しい2つの正弦波が同じ速さで 逆向きに進むとき, 合成波は定常波となる 定常波の基本プロセス Process プロセス 1 2つの波は距離で、時間で一T)ずつずらして, 定常波の波形を考える 3 プロセス 2 定常波の変位が最大のとき, 山や谷となる位置が腹となり, 隣りあう腹の中間に節ができる プロセス 3 定常波の振幅はもとの波の2倍, 波長·周期は同じである 解説 (1) x= 2.0mにある実線の山と,x=8.0mにある 破線の山は,ともに速さ1.0m/s で進みぶつかる。 破線の波から見た実線の波の相対速度 [m/s] は リ=1.0-(-1.0) = 2.0 [m/s] 6.0 t=7.0s t3DOs,6.0s,8.0s t=1.0s,5.0s et=D2.0s,4.0s 人t=3.0s 3.0 9.0 O1.0 -3.0 -6.0F 2つの波の山の間の距離 Ax [m] は ○は腹、●は節の位置 Ax =8.0-2.0 = 6.0 [m] よって,2つの波の山がぶつかる時間tは プロセス 2 腹,節の位置を考える 図より,答x=1.0, 5.0, 9.0m プロセス 3 振幅は2倍, 波長·周期は同じ もとの波の振幅は3.0mである。よって,定常 波の振幅は 3.0×2=6.0 [m] もとの波の波長は8.0mである。定常波の波長 も同じなので,容波長:8.0m もとの波の周期は8.0sである。定常波の周期 も同じなので,答 周期: 8.0s Ax t= 6.0 2.0 =3.0 [s] プロセス 1 定常波の波形を考える 答t=3.0s 答振幅:6.0m 2つの波の波長は入=8.0mだから, =1.0m 三 ずつずらして合成波を考える。

(2)の問題なのですかノートのやり方でも 合ってるのかどうかわかりません！ どなたか間違ってるところがあればご指摘お願いします！

第3章 整数 問題は12ページ , |14| ユークリッドの互除法 Lv. ★★★ に素でない"は式で表しやすい。 そこで, 対偶法や背理法で示すのがポイント。 28n+5 を 21n+4 考え方 (1)条件や結論の “互いに素である" は式で表しづらいが, 否定した "互い C 21n+4 (2) (1)がヒントになっていることには気づくだろう。つまり, の形に表して,21n+4とcが互いに素であることを示せばよい。 Process 解答 対偶法で示す。 互いに 素でない2数a. bを式 a (1)aともが互いに素でないと仮定すると a= km, b=kn (kは2以上の自然数, m, nは自然数) とおくことができる。与えられた関係式に代入して kn _ _C_+d km で表す : c=k(n- md) km よって,aとcは公約数 &(2 2) をもつので, aと cは互いに素 でない。ゆえに, 対偶命題が成り立つので, もとの命題も成り (証終) 与式に代入して、 aとc が互いに素でないこと (公約数が2以上)を示 立つ。 28n+5 7n+1 す +1であるから, 28n+5と21n+4 21n+4 21n+4 が互いに素であることを証明するためには, (1)より 21n+4 と7n+1が互いに素であることを示せばよい。 21n+4 1 ここで、 +3であり, 7n+1と1は互いに 7n+1 7n+1 素であるから,(1)より 21n+4と 7n+1も互いに素である。 ゆえに,28n+5と 21n+4も互いに素である。 (証終) の解説 2つの自然数の最大公約数を求める方法をユークリッドの互除法といったが、 b +dは, ユークリッドの互除法において a, bの最大公約数を求める操作に他な a a らない。互いに素とは最大公約数が1ということであるから, 本間の背景にはユークリ ッドの互除法がある。 核心は ココ! 互いに素であることを証明するときには, 対偶法や背理法が有効 32