添削お願いします🙌🏻 I'm half Korean, so what? I'm half Korean.Honestly, I shouldn't have been half-hearted.The Japanese who use the word "... Read More

英検2級writingです。 添削していただけると嬉しいです😭✨(何回もすみません💧)

Q4 (11)/3 (12//4 (15) (20) 2 P. 19/ 2 Vo 4 •Joy & tys qux's loys ciets 1974 4'2 centered instructions I think that it is a good idea activity - Centered better than lecture -centered instruction. I have two reasons to support. my opinion. First, the most important of studying is teach each other. By doing so, students is able to understand very much. Second, if people are taken lecture - centered instructions by teacher every day, they will be fed up with hearing, some students may sleep in lesson. For these reasons, I believe that more students should have activity-centered for

英検2級writingです。 添削していただけると嬉しいです😭✨(何回もすみません💧)

Q4 (11)/3 (12//4 (15) (20) 2 P. 19/ 2 Vo 4 •Joy & tys qux's loys ciets 1974 4'2 centered instructions I think that it is a good idea activity - Centered better than lecture -centered instruction. I have two reasons to support. my opinion. First, the most important of studying is teach each other. By doing so, students is able to understand very much. Second, if people are taken lecture - centered instructions by teacher every day, they will be fed up with hearing, some students may sleep in lesson. For these reasons, I believe that more students should have activity-centered for

問2の②がわからないです どんな求め方なのか、回答まで合わせて解説していただけたらありがたいです🙏🏻 書き込みたくさんあってすみません🙇🏻‍♀️

3 右の図で、Oは原点、直線は 3 一次関数y=-2x+9のグラフを表している。 と B と 軸との交点をそれぞれA, 線分AB上を動く点をPとし、軸上のy座標が -3である点をCとする。 座標軸の目盛りを1cmとして,次の各問に答 [1] 点Pが点Bに重なるとき、直線CP の式を 求めよ。 [2] 右の図2は、図1において、 直線 CP と 軸との交点をQとした場合を表している。 次の ①,②に答えよ。 ① 次の る数字をそれぞれ答えよ。 △OCQ の面積が3cm²のとき, 点Pの 座標は, い である。 - ³²47--3 12/2x+y=9 ・ の中の 「あ」 「い」に当てはま { ep y=62-3 a,b=1.3 - 6x+y=-3 +) bx+y = 9 y = 3. Ⓒ y = -6x + 9 4g=12 の中の「う」 「え」 「お」に当て -3.2g=-6 4) 3x+20= 18 ( y=1/23 ④y= 図 1 b+3 -3x+6=-65- -=-12 x=t 図2 ② 次の はまる数字をそれぞれ答えよ。 △OCQ の面積と APBQの面積が等しいとき, 点Qのx座標は, 40 CO-OPBQ x=3 ② 6-9x+9 a 5- O y=(b+3)x-3 y = (b - 9 ) x +9° (b-97x+9-(6+3)x-3 3- (b9)+b+3=-12 2b=6 C (-3) y +10 AX (019) x=300+ b=3 9 -6-3 a -1579 6-9 b+3 9 (0₁-)) a (20) うえ 12 2020.3(1 B a -12 (P(ab) 0+3 6-0 (6,0)(0,-3) y=ax-3 (6,0) 0+3 2-0 , 3) B である。 -1/y=-3 x+2y=6 -12 > -12a 12/2x+9 1=a + 3 3

写真の中で対頂角以外に△ADEと△CFEにおいて等しい角はありますか？あるならばどこかとその理由を、無ければ無いと解答をして頂きたいです。

G El D 対頂角 =-F

英検２級です！ writing添削してくださると嬉しいです😭✨

2022,1,22(土) I think that more supermarkets use trucks and sell food to people in the future. I have two reasons to support my opinion. First, people can reduce the cost because they do not drive a car. Many costomer who is settling distance from supermarkets is very glad this survice. Second, recently, a lot of people is working at office That is why, I believe late at night. many stores want that plenty of clerk will carry out to deliver food to shoppers want to help them.

読書感想文です。 頑張って書いてみたのですが、原稿用紙5枚も書けません。現在2枚半です… 他に何を書けばいいのか、 それと、 出来れば文の修正などもしていただきたいです。 時間があればで良いのですが、お願いします！ 必ずベストアンサーにします。 フォローもさせていただきま... Read More

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⑴がわからないです！よかったら教えてください💦 長文読解のコツとかもあったら教えてくれると嬉しいです✨

次の英文を読んで、あとの問いに答えなさい。 <千葉日大第一改 J.K.Rowling is the author of the Harry Potter books. J.K.'s name is *Joanne Kathleen. She was born in 1965 in a small town near *Bristol, England. Joanne lived with her parents and her sister. The Rowling family was not rich. Joanne did not go to special schools. ( 1 ) She loved to read and write stories. Joanne went to *Exeter University, and she graduated in 1987. After graduation, she moved to London and worked there at different office jobs. In her free time, she wrote stories. In 1990, Joanne's mother died, and she was sad. ( 2 ) She saw an *ad in the newspaper for a job as an English teacher. The job was in *Portugal. She had an *interview, and she got the job. In Portugal, Joanne married a Portuguese man. The next year, Joanne had a daughter, but she was not happy in her marriage. She left Portugal with her daughter and went to live in *Edinburgh, Scotland, near her sister. Life was very difficult for Joanne. She took care of her daughter. She was alone, and nobody helped her. She had no money and no job. Then one day, on a train, she thought about the Harry Potter story. She began to write that story. Joanne liked to go to a coffee shop to write. (3) She drank coffee and wrote. Her daughter slept beside her. After five years, Joanne finished writing the first Harry Potter book. She sent it to many book publishers. ( 4 ) Finally, a publisher liked it, but the publisher said, “This is a children's book. Adults won't read it. You won't make a lot of money." In 1997, Joanne's dream to publish her book came true: Harry Potter and the Sorcerer's Stone was in the bookstores. Children and their parents loved the book, and it became famous all over the world. Now Harry Potter is in sixty-five languages. The publisher was wrong about one thing: Everyone loves Harry Potter children and adults. Over 100 million books were sold in 1999. Then two Harry Potter books became popular movies. J.K.Rowling wrote four more Harry Potter books after that. All those books became movies, too! On January 11, 2007, J.K.Rowling finished her seventh and last Harry Potter book. She will continue to write, but not Harry Potter books. The question is, what will people do without Harry Potter? 注 Joanne Kathleen ジョアン キャスリーン(人名) Bristol ブリストル Exeter University エクスター大学 ad Portugal ポルトガル (国名) interview Edinburgh エディンバラ (地名) (1) ①~④の( に適するものを,ア~エから1つずつ選び,記号で答えなさい。 She sat there for many hours. 7 She wanted to leave England. They said that they didn't like it. 詞 (3) (2) 本文の内容にも I She was a quiet child. D( ) @ ( ) 3( ) 4( )

中学三年生の相似の問題です。AからC‘までの補助線を引く理由、引き方が分からないです。

△OBC で, QR/BC であるから OQ: QB=OR : RC ··· ①②から OP: PA=OR:RC よって、 △OAC で PR// AC A [練習 83 3 つの平行な平面 P, Q, R に, 2つの直線 l, m がそれぞれ A, B, C および A', B', C'で 交わっているとき AB BC=A'B': B'C' である。このことを証明しなさい 148 考える。 lm 100 A A B! !B'

問1を教えていただきたいです。有効数字の表し方の公式(？)の「整数部分が1桁の数」とは何なのでしょうか？

ゆうこうすうじ 近似値を表す数字のうち、上の例の百の位、十の位の 1,2のように, 信頼できる数字を 有効数字という。 また, 測定値を 120gのように書くと,どこまでが有効数字で あるかはっきりしない。 そのことをはっきりさせたいときは 1.2 × 10%g るいじょう のように, (整数部分が1けたの数) × ( 10の累乗) の形に表す。 問3 ある距離の測定値 1500mの有効数字が1,5 0のとき, この測定値を, (整数部分が1けたの数) × (10の累乗) の 形に表しなさい。