英語のこの問題を教えてください🙇🏻‍♂️ (　　　)内から適切なものを選びなさい。 24. ここは私が通った学校です。 This is the school (　　　) I went. ・when ・where 25. 夏は多くの人々が砂浜へ向かう季節です。 S... 続きを読む

【3】 ( 内から適切なものを選びなさい。 [→p88] ( 3点×4) 24. ここは私が通った学校です。 (3点) This is the school ( ) I went. when (3点) where 25. 夏は多くの人々が砂浜へ向かう季節です。 Summer is the season ( ) many people go to the beach. when where

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(9) 彼はすぐれた打者であるだけでなく素 晴らしい投手です。 He is a wonderful pitcher |batter. 語群a / as / by / good / than / well

1〜4の答えを教えて下さい🙇‍♀️

6 入試問題に Try ( )に入る最も適切な語句を ① ~ ④ から選びなさい。 総合 1. Nowadays, small batteries ( 1 are used 2. He has lived in many places, but he was born and ( raised 3 risen ) in a lot of things, such as cell phones. (MÑA) 2 are using 3 can use 4 have used ) in Beijing. (立命館大) 2 raising ) from a house fire and all of them are now in hospital. (**) 2 have rescued 4 have to be rescued 4. Every year, more than 3 trillion yen ( ) on bridge maintenance. (芝浦工業大 * ) are spent 4 spends Dis spending 2 is spent Hints 2. 「北京で育てられた」と考える。 4. 3 trillion yen [3] 3. Four people ( had rescued 3 have been rescued 4 rose Check List compose ~を作曲する □ kind 種類 □ recognize Aas B AがBであると認める fine art(s) 美術 □ issue 問題 □ plant 植物 □ grow ~を栽培する □ involve ~を巻き込む crash ** describe ~を描写する suburb 郊外 □ develop ~ を開発する suggestion 提案 □ affect ~に影響を与える □ global warming 地球温暖化口 ･gather ~を集める carry out ~ ~を実行する □ nowadays 今日では raise ~を育てる maintenance,

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1 英文中の空所に入る適切な語または語句を選択肢から選びなさい。 1. ( ) is the name of your teacher? →184 How 2 What 3 Which 4 Who (JE) ) is the capital of the USA? →184 2. A: ( B: It's Washington D.C. What 2 Where 3 Who 4 Whose (###★) 3. This little dog is so cute. Do you know ( why 2 whose 3 which 4 how (**) ) dog she is? →184 4. A: Who's that? B:( ) →184 1 That mine. That is his car. 3 That's his sister. That's his sister's. (E) 5. I cannot understand ( ) the price of oil has risen so much. →185 1 whether 2 when 3 which why (*) 6. A: ( ) can I find a pay phone around here? →185 B: Just around the corner. 1 Where 2 When 3 What 4 Which (IX) 7. How ( 1 much 2 many 3 far 4 long (***) ) does it take to get to Oxford University? →186 8. How ( :) have you placed a personal ad on the Internet? →186 1 few times 2 many time 3 many times 4 much time (*) 9. How ( ) will the next train for Nara leave? →186 1 far 2 long 3 often 4 soon () 10. You can only imagine ( . 187 〈大阪経済法科大 > I was excited how 2 how was I excite 3 I was how excited 4 how excited I was 11. If you do such a thing, ( ) people will say? →188 (#) 1 do you think how 2 how do you think 3 do you think what what do you think

文法問題と並び替え問題の答え教えていただきたいです。

【必答問題】 7 次のA~C の問いに答えよ。 (配点26) A 次の問1~問4の英文の空所に入れるのに最も適当なものを,それぞれ下の1~4のう ちから一つずつ選び、 番号で答えよ。 問1 He is always punctual, but he has not arrived yet. He () the 7:00 train and taken a later one. 1 should have missed 3 must have missed 2 Many famous musicians performed at a charity concert to ( hospital. 1 arise 3 I regret ( 2 arouse 2 might have been missed 4 cannot have been missed 1 informing of you 3 raise ) funds for a new 4 rouse ) that I cannot accept your offer since I already have plans. 2 inform you 3 to inform of you 4 to inform you 4 John went to Singapore by airplane last week. He was a little nervous because he ( ) before. 1 ever flew 2 had never flown 3 has never flown 4 never flies

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練習問題 1.次の(1)~(4) に続く表現を(a)~(d)から選び、( い. また, to 不定詞の用法を (ア)~ (エ)から選び、 (1) Beth often comes to the library (C) (2) He felt relieved (a ) (3) Your bed is very comfortable (d) (4) Jim was very kind (b) (a) to hear Meg left the hospital (b) to give his seat to the old woman (c) to read interesting books. (d) to lie on. 2. 次の日本語に合うように [ (1) マイクは最終電車に間に合うように急いだ. に記号を書きなさ 1. に記号を書きなさい. (イ) (エ) (ア) 感情の原因 (イ) 目的 (ウ) 判断の根拠 (エ) 形容詞を限定 ]内の語句を並べかえなさい. ヒント (2) feel reliev 「安心する」 (3) 何をするの ッドか. (4) ｢~すると (a) leave the ｢退院する｣ 2. (1) 目的を表す

grammar collectionの第11章接続詞のpracticeの答えをしりたいです🙇

n #1 Practice ① 英文中の空所に入る適切な語または語句を選択肢から選びなさい。 1. They are not crazy, () are they fools. 1 or 2 nor 3 both 102 2. Hurry up, ( ) you will be in time for the train. 1 and 2 if 3 or 3. He is always busy ( ) within and outside the country. 4 and both <東邦大) both of 2 the both 3 both plnil vsy and yuuuoo eid ),19tew to vinslq eri vunos 16AT 4. Many students in the class could ( ) locate the country on the map nor name its capital 79V9WOD city. 1 both 2 either 3 longer OHNSON VEL 5. () Bill accepted our offer was a big surprise to us. 1 When 2 If 3 What 7. The waiter asked me ( ) I would like some coffee. 1 if that 3 what glidw 8. He asked me ( 1 whether 4 That 6. His new movie is different from his last one, ( ) it's based on a true story. 1 in that 2 for that 3 of which with which ) she was coming or not. 2 then 3 what 9. I like to go up in the mountains ( 2 when 1 however Point 10. I have known that gentleman () he was a little boy. 1 when 2 from 3 during either 4 but 11. My daughter didn't start to eat ( ) I got home. 1 by 2 of 3 until 12.() she comes, the job will be 1 Until 2 In front of 4 neither finished. ) there is some snow. 3 how 4 which 4 who 4 that 4 since 4 during <新潟薬科大) BATT 3 Because of 4 By the time <近畿大) 105 〈昭和大〉 105 <法政大) 107 < 東京理科大 〉 107 < 広島修道大 > 108 〈立正大〉 108 <中京大 10 <大阪商業大 <新潟薬科

1行目の｢never｣と｢further than｣はどういう意味で使われていますか？訳を見てもいまいち分かりません。

Come Visit Kauai Island! Most visitors to Hawaii never get further than Oahu island, home of the capital city Honolulu. Oahu is great it has amazing shopping, great restaurants and the volcano park but I still think these visitors are missing

この問題の解き方ですが、ブロック［あ］は、段落初めにある前提で考えているのですが、 何を示しているか不明な代名詞がないためら(B)が1番に来ると考えられる。 the physics experimentが(C)のItと対応しているため(B)→(C)。 ここで残りを見て、(... 続きを読む

5.空欄 あ 適した順に並べ替えなさい。 (A) In the end, this research convinced me I was wrong. (B) In the physics experiment, the students took tests to gauge how much they had learned about statics and fluids. (C) It turns out that despite enjoying the lectures more, they actually gained more knowledge and skill from the active-learning session. (D) The result surprised me as I believed for a long time that we learn more when we're having fun. (E) This required more mental effort, which made it less fun but led to deeper understanding. を構成する次の(A)~(E) の文を文脈にもっとも

2枚目の写真aｎ＋２〜の方は知っているのですが、1枚目の写真an＋1〜の方も同じようにできないのはどうしてですか？解説を見る限りかなり解法が違うのでこの２つの違いを詳しく教えてください。お願いします。

586 00000 重要 例題 133 確率と漸化式 (2) ・・・ 隣接3項間 座標平面上で,点Pを次の規則に従って移動させる。 問 1個のさいころを投げ, 出た目をaとするとき, a≦2 ならばx軸の正の方向へ 原点を出発点としてさいころを繰り返し投げ, 点Pを順次移動させるとき, 自然 αだけ移動させ, a≧3 ならばy軸の正の方向へ1だけ移動させる。 数nに対し,点Pが点 (n, 0) に至る確率をpm で表し, p=1 とする。 (1) +1 を P, Dn-1 で表せ。 (2) n を求めよ。 指針▷ (1) Pn+1:点Pが点(n+1, 0) に至る確率。 点Pが点 (n+1, 0) に到達する直前の状態 を次の排反事象 [1], [2] に分けて考える。 [1] 点 (n, 0) にいて1の目が出る。 [2] 点(n-1, 0) にいて2の目が出る。 (2) (1) で導いた漸化式から を求める。 Pn+1 = = = = P₂ + 1 - p よって (2) 5 Pn+1+. Pn+17 + / - P₁ = = = 2 (pn + 1/3-Pn-1), -pn-1 - 12 D₁ = - = -(Da = - = - Du-1) Pn= -Pn-1 3 (②③)÷/から Pn+1+1pn=pit po=1, p=1/2から x + ₁ - 1 1/2 P₁ = ( D ₁ - 1 1/2 Po ) · ( - 13 ) " 解答 (1) 点Pが点(n+1, 0) に到達するには回 [1] 点 (n, 0) にいて1の目が出る。 [2点(-1, 0) にいて2の目が出る の2通りの場合があり, [1], [2] の事象は互いに排反である。 点 (n, 0), (n-10) に る確率はそれぞれ よって Pn, pn-1 63, \n+1 2 + + — + P ₁ = ( 1² ) ² + ² Pn+1+ n-1 pn-1 - Pn=(P₁+ } } Þo)·( ² )", +1) „J+JS ARE (2) (+) 3118 2, [2] 6 n+1 -- / / (( - )**'-(- - -) **) = pm n 11 6 〔類 福井医大] 基本 123,132 n+1 x=x+言から 6x²-x-1=0 n+1 Pn+1 - - 2 P = (- - -) 0 3EROBE +1¯ y軸方向には移動しない。 pe+1 245 ape+1 よってx=-13.0/1/2 よってx=- 3' (a, B)=(−}}, }), (1/12-1/23)とする。