前置詞の問題です。 答えあっていますでしょうか🥲🥲

2 on a 17 3 at 1. John Haiman, a world-famous musician, was born ( England. 1 in ) September 10, 1957, in London, 4 for od tada blow (*) 2. The presentation starts ( (大夫)] 1 on ② at ) 9 a.m. in the conference room. 時の一点 3 in tes vary 0% 16 O 4 for 〈城西大〉 rigin vand ml ST 3. I was born in Tokyo ( ) 1980. A fits or ne 1 at 2 for ③in幅のある時間to 〈名古屋学院大 〉 101 4. "When is our next meeting?” "It's ( 1 at ) Thursday morning." 2 in 特定の日の朝などや形容詞で修飾している場合 on bongie 9H 3 on 4 to 〈北海学園大〉 大 ①① at場所の一点に地点2 in 5. Taro took a local train to Shinjuku. It stopped ( 広がりのない ) every station. /pas 01 D ③3 on 4 with <東京工芸大 〉 ☐ 6. My grandmother was sitting ( ) the sofa ( 1 in, on () th ohh do olib bo ESP ) the living room. 広がりのある空間や領域の中に存在する状態 2 with, at 3 on, in 4 at, on している状態 <活水女子大 〉 1 on 2 in 3 at 7. We have to hurry because the class starts ( 229 4 for entrism id) 8. I got sick last month and lost five kilos, but ( ) a week I was right back up to my regular (大感 weight. ⑪within 2 by 101 Tot within A これからA以内に 〈南山大 〉 brind gilt 3 until no ) blirbrigu o 9T 4 from ) ten minutes. in A これからA経つと right back up to

この最初の手順、あまりが1の数を求める時ってやりやすい方法あったりしますか？

7 [クリアー数学A 問題273] 次のものを求めよ。 (1) 261005で割った余り (3) 4 1007で割った余り (2)78で割った (4) 3200 13で割っ (1)263で割った余りは1 (2)7288 よって、26100を5で割った余りはよって、プー 110°を5で割った余りに等しい。 30 余りは139 したがって、2600を5で に等しい。 で割っ 割った余りは1 (3)ヂを7で割った余りは1 (4) よって、(プッチをフで 割った余りは123-4を 7で割った余りに等しい。 したがって、47で割った 余りは4 を

24の問題の④って、問題文の最後の1文と一致すると考えたのですが、何が違うのでしょうか？

iny, is one of the most ock may not look like A A A oronation Cerenfonies mes from around 500 d while sitting on the py weighs about 152 Is name from Scone mnd, where the stone ere actually crowned ed to castles such as biggest controversy e in 1296 AD, the London with him. A Edward did this to m then on English Eh Scotland would tinued until 1603, united under one med on this throne. 996, when it was eve that the stone wspaper in 1819 King Macbeth's covered with an 起営 engraving that suggests this could be the actual Stone of Destiny. This story has been dismissed by experts, and the stone that was kept in Westminster for 700 爆発 years is considered the true stone In 1914, suffragettes campaigning for women to have the vote detonated b bomb in Westminster Abbey and the stone broke in half. Later, to save it from further bombs during the Second World War, it was hidden, with the location 047 only known to a few people. In 1950, on Christmas Day, four Scottish students retrieved the stone from Westminster Abbey and took it back to Scotland A huge police search was undertaken, but it was only when the stone was left at Arbroath Abbey four months later that it was recovered. It was thought that the students had broken the stone, but we now know that it was the suffragette's bomb that caused the damage. 23we know the names of the four students, they were never arrested or prosecuted. The leader of the group. Ian Hamilton, remained proud of his nctions until his death in 2022. Today a replica of the stone sits on the original site of Scone Abbey, which tourists can visit and even sit on. The original is in Edinburgh Castle and can also be seen by visitors. It briefly returned to London in 2023 for the coronation of Charles III 文中の空欄 21~23に入れるのに最も適切なものを、 ①~④の中からそれ ぞれ一つ選べ。 21 During 2 Since (3) From 4 Until A Som Somo The Be (2024AA-B-11) (2024AA-B-12) -12- 26 According to the passage, what was the Stone of Scone used for? building thrones 2 fighting wars 18 (25) 3 crowning kings and queens making engravings 27 According to the passage, which of the following is true? Ian Hamilton and his friends were arrested for stealing the stone. The stone in Scone Abbey today is not the real stone. The stone was hidden during the First World War. らそれぞれ一 4 Charles III was crowned in Edinburgh Castle in 2023. 28 According to the passage, which of the following is not true about the stone? It was stolen by students and hidden in Scotland. It was stolen by Edward I and taken to London. 3 It was broken in half by the suffragettes. 4 It was broken in half by four Scottish students. 29 What is the main idea of the fourth paragraph in the passage? (1) The stone stolen by Macbeth was a replica. The Morning Chronicle newspaper found the Stone of Destiny. 3 In 1819 the stone left Scotland. report on n の 4 A stone was found under King Macbeth's castle. tract with com main prop ingr can and lea fre to

解説の最後の1文どういうことですか🙇‍♂️

[1]正三角形ABCにおいて,A,B=7, Asco =すとおく。A,Bo BL CA を2:1に内分する点をそれぞれ A, B, C, とする。 さらに△ABCに ついて, 辺 A, B, B, C,, C,A, を 2:1 に内分する点をそれぞれ A2, B2, Cぇと する。この操作を回繰り返したときに得られる点を Am Bm Cm とするとき 次の問いに答えよ。 (1)ABI をとで表し,内積 A B A B • の値を求めよ。 (2) 自然数に対して、 Anti Bani=-13A-1B-1 が成立することを示せ。 (3) AsAznpanで表せ。 Ak-1 AR-15 ( Ck Ak/ Ck-1 BR-1 Bk

至急⚠️ 奇数の問題の答えの確認がしたいです。 なぜその答えになるのかも教えていただきたいです。 よろしくお願いします。

14 "I heard you were invited to the President's party.” "Yes. I was surprised at how easy the President was ( for talking 2 talking to 3 to talk )." to talk to 〈センター試 15 The river is dangerous to ( ) in July. being swum 2 swim in 16 She went to France in ( ) to study French. ③ swim it swimming〈センター試 50 ①as 2 intention 3 order 4 spite <金城学院大 17 The girl was so kind ( 1 as to take ) me to the station. 2 of taking tød bas ow 3 in order to take that it takesTorbrug 〈日本女子大〉 Vitom hol 18 The problem was ( ) difficult for him to solve. 1 too 2 to two 19 We talked quietly (obra) disturb him in his study. not so as to 2 so not as to 3 so as not to 4 so 〈神奈川工科大〉 200 4 so as to no <奥羽大〉 EXERCISE B 英文には誤りが1箇所ずつある。番号を指摘し, 正しく直しなさい。 9 to HsH TO 01 An experiment is now under way in Hokkaido to test the effects of using snow to keep food fresh for a long period. Crops are believed to increase their sweetness when to preserve in snow. ④ ③ < 桜美林大〉 <立命館大 > ② 02 It is up to the organizers of the concert to decide whether or not give profits from the concert to victims of the recent flood. ④ 03 It is clear to me that John is enough experienced to be given more responsibility for product development. ④ < 早稲田大 >

この問題で3ページのように、3をくくりだすのではなく、➖3を括り出すのは何故ですか？ また、その下のUとおくと、というのは何故➖3を消す？のでしょうか？ 計算に関する問題なので、 (1)(2)の解答は必要あれば載せます！！

公比が実数である等比数列{an} は, を満たしている. az=6, また、数列{bn}は, k=1 as=48 b=n²-19n (n=1, 2, 3, ...) を満たしている。 (1) 数列{an} の一般項を求めよ. (2) 数列 {bm} の一般項を求めよ。 n 高 する (3) Σakbk が最小となるnの値と,そのときの k=1 最小値を求めよ.

⑶でなぜBP=9から△ABCが直角二等辺三角形ということが分かるんですか？

*106 AB=9, BC=12, CA=15の△ABCの外接円を0とする。 辺BC上に 点Pをとり, 線分APの延長と円0との交点をQとし, Qにおける円 0 の接線と辺 ABの延長との交点をR とする。 (1)円0の直径を求めよ。 「 (2) BR6のとき 線分 QR の長さを求めよ。 (3) BP9のとき, 線分PQの長さを求めよ。 8 品格 ☆☆ (西南学院大)★★

⬛︎のとこの公式についてです nCrの部分がないと、係数といえないのはなぜですか？ 今解いているのは二項定理の範囲ですが、そうでない範囲ではnCrを入れずに普通に係数の計算していたと思います

C3(3x)2(-4)3 -y5 きる。 y) ³ 35 q 5498 72 8 パスカルの三角形の上 から5段目は 1 5 10 10 5 1 項は (a+b)" の展開式の一般 n Cyan-rbr これを利用する。 ← 5³-(-2)³=(5-(-2))³ =(-10)³ =-1000 と計算して

なぜ答えが3、5なのかわかりません。 3は中心金属の価数＋2 d6 5は価数＋3 d6 6は価数＋3 d6 で3より6の方が高価数なので5、6がMLCT遷移が予測される錯体だと予測しました。

問題2 以下の (1) ~ (6) 錯体の電子遷移について、 MLCT遷移が観測される錯体と LMCT遷移が観測される錯体をそれぞれ2個ずつ選びなさい。 ヒント:中心金属の価数とd電子数、 配位子の構造と性質などを調べる。 (1) [ZrBr]2- (2) [Fe(en)]3+ (3) [Ru(bpy)3]2+ (4) [Mn04] (5) [Ir(phen)]3+ (6) [Co(NH3)6]3+

なぜNH3の価数を計算に入れないのですか？ アンモニアの価数はプラス1なのに電荷は0とはどういうことですか（調べたらそう出てきた。）。

【演習】 以下の錯体の中心金属 ( Na [CrBr2 (CN)2 (NH3)2] Crの価数をつくとおく (+1)x1+x+(-1)×2+(-1)×2=6 C B CN-abinoiro 3価(C3+.Int Nat x=13 J