英検準2級英作文 採点お願いします🥲 ／から読んでいただけると嬉しいです！

例題 あなたは,外国人の知り合いから以下の QUESTION をされました。 QUESTIONについて, あなたの意見とその理由を2つ英文で書きなさい。 語数の目安は50語~60語です。 解答が QUESTIONに対応していないと判断された場合は, 0点と採点されることが あります。 QUESTION をよく読んでから答えてください。 QUESTION Do you think people should exercise more for their health?

①オ ②ア ③ウ ④ア　⑤エ　⑥イ　⑦ア　 ⑧ク　⑨カ　⑩ウ　11イ になるのですがなぜそうなるか教えていただきたいです！

(1) (ア like / イ an honest person /ウdo/エJane/才made/力what/キ you think) break her promise? セウキ ウキオ I break her promise? (2) 自分のしたことを他人に認めてもらおうともらうまいと問題ではない。 (3) It(アapprove / 千 doesn't/ウ matter / 工may/才 others / 力 whether) of your work or not. It③ P of your work or not. I don't know why but it (ア as ノイ me/ウnone / エstrange / 才of / 力 struck/キthat) the passengers uttered a word. I don't know why but itエキ a word. (4) 我々のものの見方は、我々の知識によって大きな影響を受ける。 the passengers uttered ウオ (アwhat / イview/ウby/エ things / オhow/カwe /キis/ク very much affected) we know. ア ⑥ we know. (5) 失ってみて初めて, 持っているものの価値に気付くことがよくある。 We often don't recognize (ア have lost / ウ of / エ them / オthe things / 力 until / キthe value /ク we / ケ we've). (6) We often don't recognize ケ ⑧ I passed (アI took at / イbut I could never ウ the other courses / 工my university / 才pass botany / カthat / キ all). I passed (10 アウ (11)

(17)②what (18)④where (27)③out of your business (28)④Do you think who なぜこの回答になるか教えてください！🙇‍♀️

17) A person should not be judged by ( ) he seems to be. ①whom ②what whether which (18) There are a few cases ( ) this rule does not hold good. ①what ②as ③that ④where

英検準2級eメールの英作文です🙇🏻‍♀️ 添削、アドバイスお願い致します🥲

例題 あなたは,外国人の知り合い (Paul) から, Eメールで質問を受け取りました。この 質問にわかりやすく答える返信メールを, に英文で書きなさい。 あなたが書く返信メールの中で, PaulのEメール文中の下線部について, あなたが より理解を深めるために, 下線部の特徴を問う具体的な質問を2つしなさい。 あなたが書く返信メールの中で に書く英文の語数の目安は40語~50語です。 解答欄の外に書かれたものは採点されません。 筆記 5 解答がPaulのEメールに対応していないと判断された場合は, 0点と採点されること があります。 PaulのEメールの内容をよく読んでから答えてください。 Hi! の下の Best wishes, の後にあなたの名前を書く必要はありません。 Guess what! I started taking dance classes in my town. My friend started taking classes there last year, and she said they were fun. So, I decided to take classes, too. We will perform a dance next month, so you should come and watch. I enjoy dancing, but it's difficult to remember the dance steps. My teacher told me to practice at home every day. Do you think everyone should learn to dance? Your friend, Paul

英検準一級の要約問題です。 添削していただけないでしょうか？🙇‍♀️

英検公式サンプル問題 ⚫ Instructions: Read the article below and summarize it in your own words as far as possible in English. ⚫ Suggested length: 60-70 words Write your summary in the space provided on your answer sheet. Any writing outside the space will not be graded. From the 1980s to the early 2000s, many national museums in Britain were charging their visitors entrance fees. The newly elected government, however, was supportive of the arts. It introduced a landmark policy to provide financial aid to museums so that they would drop their entrance fees. As a result, entrance to many national museums, including the Natural History Museum, became free of charge. Supporters of the policy said that as it would widen access to national museums, it would have significant benefits. People, regardless of their education or income, would have the opportunity to experience the large collections of artworks in museums and learn about the country's cultural history. Although surveys indicated that visitors to national museums that became free increased by an average of 70 percent after the policy's introduction, critics claimed the policy was not completely successful. This increase, they say, mostly consisted of the same people visiting museums many times. Additionally, some independent museums with entrance fees said the policy negatively affected them. Their visitor numbers decreased because people were visiting national museums to avoid paying fees, causing the independent museums to struggle financially.

どうして、底を2にするんですか？？

重要 例題 38 ant = pa," 型の漸化式 | a1=1, an+1=2√an で定められる数列{an} の一般項を求めよ。 00000 【類近畿大 指針 がついている形, an² や an+13 など 累乗の形を含む漸化式 an 解法の手順は an+1=pa ① 漸化式の両辺の対数をとる。 an の係数かに注目して、底がりの対数を考える。 10gpan+1=10gpp+logpang すなわち 10gpan+1=1+glogpan 2 10gpan=bn とおくと bn+1=1+gbn → -logeMN = logM+log.N loge M=kloge M bn+1=bn+▲の形の漸化式 (p.464 基本例題 34 のタイプ)に帰着。 対数をとるときは, (真数)>0 すなわち a">0であることを必ず確認しておく。 CHART 漸化式 αn+1=pan" 両辺の対数をとる α=1>0で,n+1=2√an (>0) であるから,すべての自 解答然数nに対してan>0である。 よって, an+1=2√an の両辺の2を底とする対数をとると 10gzAn+1=10g22√an log2an+1=1+110gzan 2 bn+1=1+1/26n ゆえに 初 10gzan=bn とおくと これを変形して bn+1-2=(bn-2) ここで b1-2=10g21-2=-2 > 0 に注意。 厳密には,数学的帰納 で証明できる。 log₂(2.an) =log22+ log. 特性方程式=1+10 基本 α=2, (1) n (2) ar 指針 解答 よって, 数列 {b,-2} は初項 -2,公比 1/2の等比数列で n-1 b-2=-20 =-2(12) - すなわち bn=2-22- を解くと α=2 12 したがって, 10gzan=2-22 から an=22-22- \n-1 =21- logaan-pan-d 早 検 PLU anan+1 を含む漸化式の解法 実討 anan+1 のような積の形で表された漸化式にも 例えば 両辺の対数をとるが有効である。 LON

画像にあるように8cm×14cmの箱の端を切り取って、上が空いた箱を作ります。 箱の体積がいちばん大きくなるのは端の幅(x)がいくつの時かを求める問題です。 やり方わからないので教えてください🙇‍♂️🙇‍♂️

nuni 1sa.n 14 cm 8 cm

教えてください🙇‍♀️

Onomatopoeia and verbs Lap Roar Click Howl Whimper Crunch Screamed Screech Whir Gurgle Chirp Squeak Splash Panting Clatter Thud Tinkle Clang Flap Murmur Rustle (BONUS use correct form -plain, -ing, -ed) o. The car screeched loudly when it stopped suddenly 1. The gentle waves hhhh at the shore. 2. "Ooowwwww," Sarah loudly when she fell down. 3. The dog is quietly because it is lonely. 4. 5. "Its Mrs. Green Apple!" the girls ! I walked on the icy snow. loudly when they saw the door open! 6. The blender 7. I could hear the small river 8. The little bird 9. as it makes the milkshake. in the background. happily. ! The floor was noisy when I walked on it. 10. Tom made a loud 11. "Wow, that was a long run!" I 12. The dishes when he jumped into the swimming pool. hard. onto the floor. 13. The book dropped onto the floor with a loud_ 14. The wind chime 15. The when the wind blew. gates warned a train was coming.

なぜ２なのでしょうか？なぜ3ではダメなのでしょうか

32. Computer engineers are responsible for ensuring that applications conform to the (1) establish system. Svabet woy are woll A (2) established (3) establishing (4) establishes ( 88 ) book a mon) way is 97 02 JEST gnioⱭsonA 80 mod ml:sai vil or misyon ay Joop oa ajet fylles A

Dの部分にdesireを修飾して入れて答えがdesiredになるんですけどなんでdesiringがダメなのか教えて欲しいです😭😭

when it comes to how we want to feel. "We lack accurately locate our ( D ) emotions, so we just us search terms, perhaps the search for happiness would r