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英語 高校生

関係詞の分野です。至急解答をお願いします🙏

2. There was something about his story ( 1 what 3 which 5. Towns ( 1 where 1 次の英文の空所に入れるのに最も適切な語句を,下の①~④から一つずつ選びなさい。 you 1. Do customers ( ) smoke in restaurants bother ? 2 when 3 to ④ like 関東学 1 who 6. I saw a horse ( 1 which 3. Ken didn't believe ( (1) however 3 that ante leto s juo bemut radiour well as 4. You are the only man in the world ( 2 which 1 whose 3 that 演 10. ( 8. I never saw Brando again, ( 1 which 2 what 9. John insulted Mary, ( 1 that 1 When 11. That was the 1 where EXIS ) Jane said. said 7. There was no comment from the two ladies ( birl 1 of whom 2 who 3 whom 14. The office ( 1 what 習 ) attract tourists are usually crowded. Tur 2 which 3 to which 2 As Jeni evinos year ( a) coat was brown. 2 its 15. Ghibli Museum 1 where 2 which 2 whatever 4 whichever 13. This is a photo of the house ( (1) where we lived in 3 with which we lived go (2) some 4 everything frignon I ) I can call son 3 whose 2 which Yunum 901 is a place ( 問 ) made me suspicious. bine ) I would never do. 12. This must be the novel Mr. Matsuyama ( had referred in Ianor 3 referred to in 2 to where ) was a pity. 3 whom 4 what 3 who thin wal ) is often the case with her, she broke her promise. 3 It TRIGE SK ) I was born. 2 into which 3 in which TE my friend. 4 what ad ar 4 in which c we lived in to ono al mogel that ) I want to visit. 3 to which 4 where 2 had referred to 4 was referred to (拓殖大) I thought were sure to protest. 4 whose (神戸女学院大) gs way of 4 There suig eyewie vor T ) his lecture. 19vsodw 4 at which ) before we moved to Osaka. 2 we lived bed ) I work is on the top floor of the building. 3 where 4 in that and sli (京都産業大) 4 which (駿河台大 (桜美林大 (皇學館大) (関西外語大) (立命館大) ITI (東海大) (大阪経大) (甲南大) (大阪学院大) (西南学院大) (杏林大)

未解決 回答数: 1
英語 高校生

付箋で示した行のas ifばどういう意味ですか?

sual place. They as taken off the wall by the official museum photographer so he could shoot pictures of it up in his studio By Tuesday morning, when the Sat: painting ( Vreturned and it was not in 2 the photographer's studio, museum officials were notified. The painting was Once the Marn s gone! news became public, French newspapers made several claims as to the nature of the theft. One newspaper *proclaimed that an American collector stole the work and would have an exact copy made which would be returned to the museum. This collector" would then keep the original. Another newspaper said that the entire incident was a *hoax V+ 6 to show how easy it was to steal from the Louvre. Many people were questioned about the theft from museum employees to people who worked or lived nearby, Perhaps somebody ( 3go) someone acting *suspiciously? The police even questioned Pablo Picasso. Picasso had previously bought two stone *sculptures ( from a friend named Pieret. Pieret ( 4 ) these pieces from the Louvre months before V1. the Mona Lisa was stolen. After an *interrogation, the police concluded that Picasso knew nothing about the theft of the Mona Lisa. V+ 9 Luckily, the painting was recovered 27 months after it was stolen, An Italian man named Vincenzo Perugia tried to sell the work/to a gallery in Florence, Italy, for $100,000. Perugia claimed that he stole the work out of *patriotism. He didn't think such a work by famous Italian in France. What Perugia didn't realize was that although the Mona Lisa was probably painted in Italy, Leonardo took it with him to France and sold it 100 COOK 10 to *King Francis I for 4,000 gold coins. 861 od gainob 5 4

未解決 回答数: 1
数学 高校生

私の感覚では全て積か全て和で求めるイメージなのですがこのような問題はなぜ求め方が分母は積、分子は和で計算するのか教えて頂きたいです。

39 右の図のような1辺の長さが1の正五角形ABCDE がある。 一つのさい。 ころを何回か投げ, 点Pを次の(a), (b), (c)にしたがって, この五角形の辺 上を反時計回りに進める。 (4) 頂点Aから出発して, 1回目に出た目の数の長さだけ点Pを進める。 難易度 ★★ 目標解答時間 (b) さいころを2回投げたときは, 1回目で点Pが止まった位置から出発 して、2回目に出た目の数の長さだけ点Pを進める。 ウ である。 I (c) さいころを3回投げたときは, 2回目で点Pが止まった位置から出発 して、3回目に出た目の数の長さだけ点Pを進める。 (1) さいころを1回投げたあと, 点Pが頂点Aにある確率は である。 (3) さいころを3回投げたあと,点Pが頂点Aにある確率は 回投げたあと, 点Pが初めて頂点Aにある確率は 12分 ア ソ タチ コサ シスセ ANDNIKABILUSPES オ (②2) さいころを2回投げたあと, 点Pが頂点Aにある確率は? である。また、さいころを2回 カキ 投げたあと点Pが頂点Aにあったとき, 1回目に投げたあと点Pが頂点Aになかった条件付き確 率は である。 B SELECT 90 C A SELECT 60 であり、頂点Bにある確率は である。また、さいころを3 (配点15) <公式・解法集 38 40 43 OK-740

解決済み 回答数: 1