英検二級のライティング添削お願いします🙇💦 today,some companies have online interviews for people who apply for jobs . Do you think this is a good idea? ... Read More

やじるし部分のこたえを教えてほしいです

New Words ☐ canned [kænd] ☐ feed [fi:d] newsletter [n(jú:zlètǝr] specially [spéfǝli] emergency [imardzǝnsi] freshly [fréfli] ☐ originate [aridzanéit] baker [beikar ☐ victim [viktim] Odistribute [distribju:t] depressing [diprésiŋ] You are reading a newsletter article about canned bread. Canned Bread to Feed the rid Have you ever heard of canned bread? This specially pa bread is designed as emergency food. When you open the can tastes as delicious as freshly baked bread. The idea of canned bread originated in the Great Hans Awaji Earthquake of 1995. Immediately after the earthqua a baker named Akimoto Yoshihiko baked 2,000 rolls and s them to the victims. A few days later, he got bad news. Half the rolls went bad before they could be distributed to people need. Therefore, they were thrown away. Akimoto G1 disappointed to hear that. G1 G1 A little while later, one of the earthquake victims said to hi "It was so depressing to have only hard biscuits to eat. I'd like to create bread that keeps for a long time but stays saf G1 Akimoto decided to rise to the challenge. 72 1. What did Mr. Akimoto do immediately after the earthquake? 2. What happened to the rolls that Mr. Akimoto sent? 3. What did Mr. Akimoto decide to create? Opinion 1. Have you ever eaten canned bread? If you have, how did it taste? If you haven't, what do you think it tastes like? go bad ex. The milk will go bad if you don't put it in the fridge. rise to the challenge ex. Our team rose to the challenge and won the tournament.

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

なぜgrowにthがついているのですか？

5 new technologies and *cooperation between important. Let's share three stories to learn the fact. In 2016, *Portugal tried a test for energy. They used only renewable energy such as wind, water, and sunlight. They could produce all the electricity that was necessary for the whole nation. Now, the government and companies are ( D ) together to make some new *power plants. They want to use more renewable energy because the energy can save oil 10 and protect the environment. The people think using renewable energy ② ]. Their goal is to stop pollution, have more energy, and get *economic growth. is In *Hungary, a small company is trying a different plan for producing electricity. Instead of building big power plants, they are thinking about something much smaller. The company is designing *solar panels made

画像の部分でなぜ2が急に消えたのか教えて欲しいです💦

(2) 1-sin 0 COSO + COSO 1-sin 01 Wa (1-sin 0)2+ cos²0 cos 0(1-sin 0) 1-2sin 0 + sin 20+ cos²0 (++) cos 0(1-sin 0) 2-2sin 0 2 gia+nies+ DC= cos (1-sin 0) COSO =(nies+SS= 1 ここで =1+tan20=1+22=5 o cos² 00から cos 0>0+0200) +nial 1 よって = COSO ゆえに (与式)=2√5 nie 205 431 tt AL

至急です！ 数IIの三角関数の問題です。 この式の、－４分のπはどういう考え方で導き出せばいいんですか？ 教えてください🙇‍♀️🙇‍♀️

* 284 次の関数の最大値、最小値を求めよ。 COS (1) y=sinx-COS x nsl 200

至急です！ 数2の三角関数の問題です。 解説を読みましたが解き方がよく分かりません。 cos3分の2πはどこから出てきたんですか？ 優しい方教えてください🙇‍♂️🙇‍♂️

273 次の式の値を求めよ。 (1) sin+sin(0+2)+sin(+) tana+tan 1-tan (+2 tan a tan 270 708 tana-2, tan-5 tant

数2の質問です！ 6分の11πではなく-6分の1 となる考え方を 分かりやすく教えてほしいです！！ よろしくおねがいします🙇🏻‍♀️՞

21 基本 の解法(角のおき換え)の①①① 002 のとき, 次の方程式・不等式を解けの方 π cos(0-1)=√3 (1) cos 0- 4 2 CHART & SOLUTION (2) sin20> 0116-0003 2 基本 121,122 角(変数)のおき換え 変域が変わることに注意 (1) 0-4 =t (2) 20=t とおき換えをして、に関する方程式・不等式を解く。その際, tの変域に注意する。 解答 = = f (1)04 とおくと - 0≦0 <2π であるから ① cost=1 ......nies π DS √3 20nies) (1+0nte) π π -≤0-<2-4 nie T すなわち 7 t< 4 この範囲で, ① を満たす tの値は t == π よって 0- π 4 π π 6' 6 ゆえに 0匹 5 同じこ 12' 12 (1) √3 2 -1 0 1x S 2次不 π π 6'6 その他の曲に注意 1-8 74 まる sin COS sincos 04 の範囲に注意 文字のとりうるの注意することと

この問題で、2倍角や半角の公式を使うのは分かるんですけど、チャートに書いてある半角の公式が授業でやったものと違うから困惑してます😭 ノートの方の式を両辺2倍しても、チャートのような式にはならなくないですか？分母の2が消されるのかと思うんですけど…😭 教えて下さい🥹お願い... Read More

基本 例題 137 2次同次式の最大・最小を公の色 f(0)=sin'0+sincos0+2cos2 SE CHART & SOLUTION 00 (0sec)の最大値と最小値を求めよ。 sincos の2次式角を20に直して合成 基本135 sin'01-cos20 半角の公式 sin20 sinocoso= L2倍角の公式 cos'=1+cos20 半角の公式 2 これらの公式を用いると, sind, coseの2次の同次式 (どの項も次数が同じである式) は 20 の三角関数で表される。 2 更に、三角関数の合成を使って, y=psin(20+α)+αの形に変形し, sin (20+α) のとり うる値の範囲を求める。 sinaの一般解は Snia 200+0S2000 iz= 4章 0 2000 nia0 200+ (Waia Irie- 17 解答 1)ontes+ nies-Orie= f(0)=sin20+sin Acos0+2cos2日 = 2 + 2n+2 +2・・ 2 すなわち 0=2月 は 3 2 181-083√2 as-081-05-28 onia (= (sin20+cos20)+ =(sin 0022 = sin(20+)+1/ == であるから Sale=e Onie $220066te nie +2 sin30=sin1-cos 20 sin 20 1+cos 20ial-nie & 80lme="asin20, cos 20 で表す。 sin 20 と cos 20 の和 Snie nisine cose の2次の同 次式。 加法定理 y m (1,1) 1 √2 4 0 1 なお、sin30 と π π 5 π 点が6個あるとが よって sin 30 √2 sin (20+)≤1 54 -1 47 π 4 10 1 x 各辺に √√2 を掛けて 2 3+√2 18001 √2 ゆえに 1≤ f(0)≤ 1/2=7sin(20+4 2 √2 したがって,f(0) は πC 20+ すなわち = 7 で最大値 3+√2 2 この各辺に を加える。 4 2 20すなわちで最小値1をとる。 利用

北の端の島以外の東の端の島や西の端のしまなどのおぼえかたと名前をおしえていただきたいです 北はえとろふとうだということはわかるのですが､､､ 沖ノ鳥島、南鳥島与那国島がどこの端の島なのかがわかりません