ここの文法がよくわからないので、教えて頂きたいです🙏 extentの後のtoやeaseの後のwithが、どこから出てきたのかわかりません😭 ほんとはどこにあったものなのでしょうか？

リアル く名詞+前置詞+ which>でよく使われる表現は? <名詞+ 前置詞 + which> K tent to, degree to, way(s) in, manner in, situation in, context in, vironment in, ease with The extent to which this depression will affect our lives is still uncertain. (この不景気が私たちの生活にどの程度影響を与えるかはまだはっきりしない。) * Many people were surprised at the ease with which the criminal disabled the security. (多くの人は犯人がセキュリティをたやすく無効化したことに驚いた。) 解説「~の程度」、「~の方法」, 「~の状況」, 「~の文脈」, 「~の環境」な どの意味で使われることが多く,比較的硬い文脈で用いられる。

(19)の答えはなぜ①のothersになるのですか？ 複数形になる理由を教えて下さい🙇‍♀️

(19) Some students liked to study in a group, while ( preferred to study alone. 1 others 2 other 3 the other 4 such others plained ved (20) A: Thank you very much, Stuart. It was kind of you ( n9l) me

(4)の問題なのですが、なぜcではないのですか？ 鳥だけれども、ペンギンは飛べない。でも意味は通じると思うのですが、、 答えはaです。お願いします🤲

10 nO 13) We can drive across the ( )between the United States and Canada. To bo@ ray eee @ desert0 TOO president oi a © border iaud 001.S ( a) )other birds, penguins can't fly. 9aisw Isdolg qots O Different O Unlike ,7O mojpas e 5 Bob often tells lies. So I can ( D Unable © Though s dndi neode,:0V9 ) believe him. i beteqioihag odtw D certainly d© actually 9 hardlynuhni ve() M00万) という意味にな a asw air'lneme

よく模試やテストで自分の意見を書きましょうなどあるのですがいつもそこで点を取れないのでいい書き方はありますか？

⑷の問題で登場する－4xがなぜb’＝－2になるのですか？？ 解説お願いします🤲

2次方程式の解法 基本 基礎例題 37 基礎例題 36 次の2次方程式を解け。 (1) 2.x2+48=0 (3) 2x°-5x+1=0 てはり (2) 6x?-x-2=0 (4) 6x°-12x+15=0 は大 CHART GUIDE) 2次方程式の解法 因数分解 または解の公式 を利用 (1) x=k の解は x=±/k (2) 左辺を因数分解。 ー6土(°-4ac ー6'土/62-ac (3),(4) 解の公式 [1] x= |2| x= 2a a xの係数もが,6=26'(2の倍数)のとき, 公式 [2]を使うとよい。 | 解答田 1) 2.x°+48=0 から x?=-24 K 一両辺を2で割る。 a x=±/-24=+/24i=±2/6i c本 -24=2°-6 (2x+1)(3x-2)=0 "2) 左辺を因数分解して 1 3 -2 2 よって Tako 1 *ニー 6 -2 2'3 (-5)土(-5)-4·2-1_5±/17 3) x= -a=2, b=-5, c= 三 2-2 (*)xの項の係数が 数であるから, 公 4) 方程式の両辺を3で割ると 2x°-4x+5=0 ー(-2)土、(-2)?-2·5 2土-6 2土/6i 2土、6i を利用する。 よって x= ニ 三 2 2 2 a=2, b'=-2, c ecture 2次方程式の解が虚数解のとき 解の公式の根号の中の式 6-4ac が負の場合であっても, 数の範囲を複素数に広げ 上の(4)のように,異なる2つの虚数解が求められる。この虚数解に注目すると, (4) 2+6i 2 , 2-/6i 16 -i と1- 2 と すなわち1+- -i で互いに共役な複素数となってい 2 2 な 有事数 るちる

この線を引いてるところの②の問題で、2枚目の写真のエが正解なんですけど、なんでウではだめなんですか？！ ※文章の流れ分からなくても大丈夫だと思います！！写真の全文読まなくていいです🙌🏻

water purification téChHIU teeth, or washing the dishes. We also use water when we take a bath or の Our toilet. We use water in many ways. I think it's as necessary as air. :I think so, too. be : People use water not only in daily life but also in agriculture and industry. In Japan, 66 percent of all water resources are used for agriculture, 19 percent for dailv life, and 15 percent for industry. :I'm surprised. I thought industry needed more water than the other two. Why is a lot of water used in agriculture? : Well, I think animals need much water. be : Yes, they need water, but most of the water in Japan. is for growing rice We see a lot of water in rice fields. be: That's right. Well, have you ever heard of virtual water trade? : No, I haven't. What is it? be: If we import agricultural and livestock products, we also import water used to produce those products. : Please give me an example. be : OK. Let's talk about beef, for example.(イ)私たちはオーストラリアで生産された午内と 食べます。 comes to Japan, water also comes. This is virtual water trade. Look at this tavio When farmers in Australia produce it, they use water. When the beef

問3について ④みたいな選択肢のとき、ついついwhenを 「～とき」と訳してしまいます。 模範解答は「いつ、他者のそばに立つべきか」と書いてあったのですが、なぜこのときはwhenを「いつ、～」と訳してるんですか？どういうときに「いつ」と訳せばいいんでしょうか？ あと、「～... Read More

第6問(配点 24) A findings to your classmates. social positions. Personal Space and Culture Hall also told an interesting story illustrating cultural influenee, He was Sitting alone on a chair in the lobby of a hotel when an unfamiliar Arabian man came within arm's length) The man looked as if he was waiting for someone and stood in front of than an Asian person. strangers. him. Due to his personal space being violated, he felt very uncomfortable and tried to show his discomfort, but the Arab did not seem to notice at all) Hall had no idea why the man was standing so close, thinking that even in a public place like a hotel lobby, someone's personal space should be respected by others. Afterward, when he 0 taik with your friends even when thev are closer than this distance. However, you met his Arab friend, Hall asked why the man had acted so rudely. His friend said, “That's just an American idea. Arabs believe that personal space does not exist for anyone in a public place like a hotel lobby." Furthermore, a distance of less than 1.5 feet (46cm) from you is called *“intimate In a globalized society, knowledge of cultural influence on interpersonal distance aistance." Since physical contact with others is likely to occur within this distance, is necessary in daily life/ People from different cultural backgrounds have a personal only those who have a very close relationship with you are allowed to come nearer space of a different size, and it is very likely that you will mistakenly violate their than that. By contrast, when you step into a stranger's space formed by intimate personal space. This may sometimes cause(serious trouble, Therefore, understanding distance, they may feel that you are trying to frighten them or physically attack them. the sense of interpersonal distances in other cultures will help avoid conflict with Hall classifies “personal distance” and “intimate distance” as someone's personal others. space. The space outside of your personal space can also be divided into two types, depending on the distance./ A distance of between 4 feet (1.2m) and 12 feet (3.7m) from you is called “social distance," and a distance of more than 12 feet away from you is called"distance." in non-situations, in business or parties, place at a social . On the other hand, a public distance is a public speech. You also to keep this distance when meeting people in important The point here is that , , the same for all , but are by your or, , by the culture you belong to. , that people in South , in , space than people in Asia, a South will allow a to get closer 3- 31 3- 30

この英作文で何か間違えている部分はありますかね､､？ 通塾しておらず質問できる相手がなかなか居ないため添削して頂きたいです(><)

I heed think dor't al dort _tudents poper Thets thet texrthonlks beceuse t they Anymore. heed textbooks thet for 1ot teal heavy to cothy I Actually texthooks skmpa texthods are S0 me. What is afurblle. Therefre,。 very 40 語 dyiel hape texthks to Use. 20hedey 50語

この問題の⑶番を教えてください。 途中式でなぜ−4abになるかわかりません。 解説お願いします。

なお,対称式の計算において, 次の式変形はよく出てくるから覚えておこう。 であるが,これを直接代入して計算する a'+B"=(α+B)°-2aB, α'+B"=(α+B)-3aB(α+B), (α-8)"=(α+B)'ド 74 基礎例題 41 2つの解の対称式の値 2次方程式 xー3x+4=0 の2つの解をα. Bとするとき, 火の式の値を めよ。 基礎例題 42 1 )2 B (2) α+8° GHART Q GUIDE) α+8, aB で表す 解と係数の関係を利用 1 解と係数の関係により, α+8, aBの値を求める。 2 与えられた式を α+B, aBで表す。 3 1で求めた値を代入して計算する。 2次方程式の解 a, Bの対称式 1つの ことが一 解と保 -a+8=-, ag= すなわ 田解答田 解と係数の関係から α+B=3, aB=4 口(1) α+8°= (α+B)°-2αB=3°-2·4=1 (α+B)°-3cB(α+B) =3°-3·4-3=19 (2) [別解] (2) α- °+8°=(a+B)(α-aB+ 0から =3(1-4)=-9 また。 日(③ ( (-)= (α-A_ (a+B)ー4cB (aB)° これを 1 \2 1 1 ーまず, 1 を通分する。 aB (aB)° B したか。 3-4-4 7 4° 16 Lecture α, Bの対称式の計算 であっ 一般に,数値を代入して式の値を求めるときは, 少しでも計算がらくになるように進か 上の例題の場合, 2次方程式の解は x= 3土、7i さー 2 は,大変めんどうである。 式の値 また。 計算はらくに 式を変形してから代入 この ただ な +=(α+B°-2aB, α"+B"=(α+B)°-3c8(α+8). (α-B}=(α+Bl| A9の り.2 ふを 20c

なぜEにはmuchが入るのでしょうか smallを入れてしまいました

(C)we use sound and sight, they depend primarily on pheromones", chemicals secreted" by individuals and smelled or tasted by nestmates. ( D) the brain of an ant weighs less than one- millionth as (E ) as a human brain, it is not surprising that a given species produces just ten to twenty signals. Unlike human language, these messages are entirely instinctual. These marvelous little creatures have been on Earth for more than 140 million years. The most