likelyが前に出る意味がわかりません。また、youを訳さなくていいのは何故ですか？

<4> 英文図解 The older you are, the more likely you are to have a heart attack. C1 S₁ V₁ C2 S2 V2 O The + 比較級~, the + 比較級… ｢~すればするほど、 それだけますます･･・・」 です。 もとは SVC で Cが前に出てくるので、うしろの文型がくずれることに注意 します。 カンマのうしろの文は、 be likely to do ｢~しそうだ」 の likely が前に 出てきた形です。 you は総称の you なので、 訳出不要です。 和訳 年をとればとるほど、 それだけますます心臓発作を起こす可能 性が高くなる。

1と2の用法でそれぞれAとBにどのような品詞が来るのかわかりません。

英文図解 〈1〉 He is not so much a singer as a poet. S V A B not so much A as B 「AというよりむしろB as 否定形 not so 「･･･ ほどーではない」の ...にBが入って、「BほどAではない」がもとの言 *** - はめると、「彼は詩人ほど歌手とはいえない」です 2 訳すと、 「彼は歌手というよりむしろ詩人だ」とな ろB」になります。 和訳 彼は歌手というよりむしろ詩人だ。 no more A than B両者否定 英文図解 〈2〉 Tom can no more swim than Mary B S V A

副詞の最上級ってどう表すんですか

比較級でthanをつける時と付けない時の違いを教えてください。

92の(3)のしていることがよくわからないです。 誰か詳しく教えてほしいです。

のグラフは,y=3x²のグラフをx軸方向 | だけ平行移動し,x軸に関して対称に折り返し,さらにy軸方向に だけ平行移動したものである。 (慶應 91 放物線y=ax2+bx+5 を原点に関して対称移動し,さらにy軸方向に c け平行移動したところ,この放物線は点 (2 3 でx軸に接し, 点 2' を通るという。このときのa, bおよびcの値を求めよ。 1 2' (北海道工 02 放物線y=ax2 をAとする。 (1) A をx軸方向に -3だけ平行移動し,y 軸に関して対称移動し,さら 軸方向に3だけ平行移動した放物線をBとする。 B の方程式を求め, A Bの位置関係を調べよ。 (2) Ay軸方向に ―2だけ平行移動し,x軸に関して対称移動し,さら 軸方向に2だけ平行移動した放物線をCとする。 Cの方程式を求め, Cの位置関係を調べよ。 (3) A を点 (32) に関して対称移動した放物線の方程式を求めよ。 3 放物線y=x2-4x-5と直線x=1 に関して対称な放物線の方程式を求 また,直線y=2に関して対称な放物線の方程式を求めよ。 ■ 次の問いに答えよ。 1) 2次関数y=ax2+bx+cのグラフをx軸に関して対称移動し、さら をx軸方向に -1,y 軸方向に3だけ平行移動したところ y=2x2の が得られた。このとき,a= b=1,c=である。 2) 2次関数y=px²+gx+rのグラフの頂点は (3,-8) であるとする とき,g=p,r= さらに,y<0 となるx である。 範囲がk<x<k+4 であるとすれば,k=,p=である。 (センター nt 93 対称移動により頂点が移る点を求めて, 放物線の方程式を求める。 94y0 となるxの範囲がk<x<k+4であるから、グラフは下に凸でグラフと 有点はx=k, k+4である。

C'がx軸と異なる点で交わることを確認していなくてもax^2+2(a+1)-3a+1=0を解の公式で解けばxには2つの解があることを分かると思ったのですが、なぜ確認しなければならないのですか？

EXERCISES ②76 αは自然数とし, 2次関数y=x2+ax+b (1) b=1のとき, ①のグラフがx軸と接するのはα= のときである。 (2) b=3のとき, ①のグラフがx軸と異なる2点で交わるような自然数αの中で, α<9 を満たすαの個数は である。 [類 センター試験] 101.102 の値は である。 (一 12 グラフと2次方程式 ③77 aは定数とする。 関数 y=ax²+4x+2のグラフが,x軸と異なる2つの共有点をも つときのαの値の範囲は x軸とただ1つの共有点をもつときのa であり, as 1 batc>u51E ①のグラフを考える。 ) -102 ③78 2次関数y=ax²+bx+cのグラフをCとする。 C をx軸方向に3,y 軸方向に5だ け平行移動したグラフをCとする。 C を表す 2次関数が y=ax²+ (2a+2)x-3a+1であるとき (1) b,c を α で表せ。 (2) C'がx軸から切り取る線分の長さが19であるとき, αの値を求めよ。 -103 [京都学園大] ②79 (1) 放物線y=-x²+2(k+1)x-k² が直線y=4x-2と共有点をもつような定数k の値の範囲を求めよ。 (2) 座標平面上に、 1つの直線と2つの放物線 L:y=ax+b, C1:y=-2x2, C2:y=x²-12x+33 がある。 L と C およびL と C2 が, それぞれ2個の共有点をもつとき アロα2イロロー□<b<a²が成り立つ。ただし, a>0とする。 [ (2) 類 近畿大] <->105 77654197) *#${[85x5\>u! ③802 次関数y=ax2+bx+cのグラフが, 2点(-1, 0),(3,8) を通り, 直線y=2x+6 に接するとき, a, b,c の値を求めよ。 [日本歯大] ➡105 169 3章 12 グラフと2次方程式

間違ってるとこあったら教えてください

英語 6 次のグラフ及び英文を読み、1から3の質問の答えとして最も適当なものを,それぞれ①~④ 23 のうちから一つずつ選びなさい｡ 解答番号は Not very familiar 18% Somewhat familiar 25% Not familiar 7% 21 Survey on Esports - 7 - Very familiar 50% Kazuhiro's dream is to be a professional esports player in the future. Esports stands for electronic sports. It is a form of video game competition. Sometimes tournaments for money are held and many people watch them online. Kazuhiro's friends introduced him to esports a few years ago, and he quickly became one of the best players among his friends. He has also participated in many local esports tournaments with them, and their team always won first or second place. Because of this experience, he started thinking of becoming a professional esports player. In one of his classes, Kazuhiro had to make a newsletter for his assignment. He decided to do a survey on esports. He found that some of his classmates were not familiar with esports. So, he thought he would try promoting it in his high school. He held an esports event for his classmates at school. He was not sure whether anyone would come to this event, but to his surprise, many students attended and enjoyed his workshop. He showed them some of the most famous video games in esports. He also gave them some advice on how to win. Finally, he did a live esports demonstration and played against a friend in another country. After this, a lot of his classmates asked Kazuhiro about esports. He felt pleased and satisfied with what he did. Now, he not only wants to be a professional esports player, but also be a person who can promote it. Through esports, he has been able to make friends all over the world, and he wants to spread the joy to other people. 2023KN1A-14-008 1 According to the pie chart, which of the following is true? 0 Less than 50% of the students are familiar with esports. 2 More than 90% of the students are not familiar with esports. 3 Twenty-five percent of the students are not familiar at all with esports. 4 Seventy-five percent of the students are familiar with esports. 2 According to the passage, which of the following is true about Kazuhiro? He wants to be a professional esports player. He wants to create a new video game in esports. He has a negative image of esports. 4 He has already won a lot of money from playing esports. 2 3 3 According to the passage, which of the following is true about Kazuhiro? He got confused when his friends asked him questions about esports. 2 He held an event to teach his classmates about esports at his school. 3 He was disappointed because not many people came to his workshop. 4 He learned about a professional esports player from his classmates. - 8 21 英語 22 23 2023KN1A-14-00

間違ってるとこあったら教えてください

英語 7 次の英文を読み、1から4の ちから一つずつ選びなさい｡ 解答番号は 内に入れるのに最も適当なものを,それぞれ①~④のう 27 O others. 24 Nagisa was a nurse who was working in Zimbabwe, a country in Africa. One day, she got an email from her old high school homeroom teacher, Mr. Tamai. He wanted to ask was hesitant at first because she always had a fear of public speaking, she felt this would be a Nagisa to give his students a talk about what she was doing in Zimbabwe. Although Nagisa good chance to tell students about the joy of working abroad and helping people in need. The next time Nagisa went back to Japan, she visited Mr. Tamai's high school to speak with his students. She was very nervous, but to her relief, the students seemed to be very interested in her story. She talked about her job, her reasons for working in Zimbabwe, and both some good and bad things about working there. She shared her passion for helping After the talk, one of the students came to talk to Nagisa. He said, "I would like to work abroad and help people in the future like you, but I don't know what kind of job I would be able to do. Do you have any advice for me?" Nagisa said, "I think, doing something you like is the key. Keep doing it, and doors will open for you." (Ten years later) One sunny day, a group of Japanese farmers visited the village where Nagisa was living. They came to teach local people how to grow plants and vegetables. People in the village were eager to learn from them. Then, the youngest member of the farmers' group came to talk to Nagisa and said, "Hi, do you remember me? You gave a talk at my school ten years. ago. At that time, I liked growing plants and vegetables, but I didn't know how to use that to help others. You told me to keep doing what I liked and that has really opened doors for me to do what I'm doing now. Thank you." Hearing his words, Nagisa recognized who the young man was. She was surprised and pleased that her talk from ten years before was able to make a difference in this young man's life. 1 Nagisa was 24 a high school teacher. 2 afraid of public speaking. 3 scared of living abroad. 4 a doctor in Zimbabwe. 4 2 One thing Nagisa told Mr. Tamai's students was why she chose to work in Zimbabwe. how she learned a new language. 3 when she went to a high school in Africa. 4 what she did to impress local people. 3 One of the students said he wanted G (2) (3 to be a kind nurse like Nagisa. to teach Japanese culture in Africa. to open doors for other people. to help people overseas. 26 3 25 4 Ten years after her talk, Nagisa 27 made an appointment to meet one of her old friends in Africa. 2 became a farmer and taught local people how to grow vegetables. met one of Mr. Tamai's students again. 4 4 gave a small talk in her high school again.

印がついている マイナスはなんでしょうか、？💦

22 解と係数の関係 (ⅡI) 3次方程式+㎡²-2x+3=0 の3つの解をα, B, yとする とき, α+β+y, aβ + By + ra, aßyの値を求め, a²+B2+y2 の値 を求めよ. 精講 と表せます. この式の右辺を展開すると, ax³-a(a+B+r)x²+a(aß+By+ya)x-aaßry となり,左辺と係数を比較すると, ポイントの公式が導けます. これも 「解と係数の関係」 といいます。 解答 3次方程式 ax+bx²+cx+d=0 の3つの解をα, β, y とおくと ax³ + bx²+cx+d=a(x-a)(x-B)(x-r) 解と係数の関係より, α+β+y=-1, aβ+βy+ya=-2, aßy=-3 このとき (a+β+y)²=a²+B2+y²+2 (aB+βy+ya) a2+B2+y2=(a+β+y)²−2(aβ+βy+ya) =1-2×(-2)=5 ポイント 演習問題 22 3次方程式 ax+bx+cx+d=0 の3つの解を α, β, y とすると b a+β+y=- -₁ aß+By+ya=-= a' aby=_d 22 において, ' + β3 + y3 の値を求めよ. 演22 B8 x³ + Ch --7-9 -16 = a [(a+b+r) -3 [ap+Br+ra)] +3088 39 11-3-1-2 (-2) +3.(-3) 第2章

質問です。この文の初めはThe American weekend officially begins on Friday evening で始まっていますがこのThe American weekendは一般的な話をしているのでAmerican weekendsだと思うのです... 続きを読む

American weeken Fri M 1 カジュアル・フライデー 11 The American weekend/officially begins on Friday evening, but already by Friday morning there are signs that the weekend is just around the corner> You see fewer cars on the highways, and buses and subways are less crowded with people, too.// This is because 5 some people take a day off on Friday to have a three-day weekend. ② Things are also different at work. People don't wear the same clothes as they wear on weekdays; they dress themselves more casually. For instance, managers in the office may put on casual sports clothes instead of coats and ties. Some people put on blue jeans. 10 3 This trend toward "easy Fridays" is popular with employees who normally wear uniforms to work. In Los Angeles, for example, bus drivers are usually dressed in military-style jackets, hats and trousers. Recently, however, they have received permission to wear polo shirts and baseball caps on Fridays. 15 ④ Transportation officials believe that this new Friday *dress code is good for the drivers' *moralo algo cure that the And 182 words 1 カジュア This in becaus SV)例外的に副詞 S V 夕方 ① アメリカの週末は正式には金曜日の午後に始まるが はすでに、週末が間近に来ているという兆候がある。韓 少なく、バスや地下鉄もそれほど人々で混雑していない。 日に休暇を取って週末を3連休にする人たちがいるためた ② 仕事中の状況も違ってくる。 人々は平日に着るのと 着ない。 彼らはよりカジュアルな服を着る。 たとえば, ちも、背広やネクタイの代わりに, カジュアルなスポー るかもしれない。 ジーパンをはく人もいるのだ。 ③ 「気楽な金曜日」へ向けてのこうした傾向は、 普段 につける従業員たちに好評である。 たとえば, ロサン の運転手たちはたいていミリタリー・スタイルの上着 身につけている。 しかし、 最近では、 金曜日にはポロ 着用してもいいという許可を受けている ④ 運輸局の役人たちは、この新しい金曜日の服装規 士気(の向上)に役立つと信じている。 また彼らは, 運行する限り、乗客たちは (運転手の服装については