もしできれば教えて欲しいです！！

(2) 1,7,13,19のように差が6である連続する4つの奇数を, 小さい方から順にe,f,g,hとするとき gh - ef の値は 48でわりきれることの証明②を完成せ 証明② BLOG 整数 n を用いて, e = 2n+1とすると,f,g,hは n を用いて, 中学中 であり, 48× (整数)となる。 したがって, gh-efの値は 48 でわりきれる。 1**(0) (1 5x & VE

明日保険のテストでスポーツに関する時事問題が出るのですが、どういうのが出ますか？最近のサッカーの事とかも出ますかね？

回答を解説含め教えて頂きたいです🙇‍♀️🙏

問題10 【思考・判断・表現】 (2×9=18) 健(Ken)はクラスの友達に切手 (stamp) と地図 (map)を見せながら、ブータン王国 (Bhutan)に住む文通相手 (pen pal)のタシ (Tashi)との交通についてスピーチをしてい ます。 次の英文を読んで、あとの (ア) ~ (ケ)の各問いに答えなさい。 ow or W atploaoro to Yo ont bib SW (1) Hi, everyone. I'm going to talk about my pen pal. Please look at this stamp. Have you ever seen a big stamp like this? It's samm not a Japanese stamp. Then (0)? Tashi, my pen pal no Satologado tuodo in Bhutan, sent it to me last week. Bhutan has interesting stamps. I'll talk a little about (E) Syobot Bhutan. Please look at this map. Bhutan is between China and India. It's bigger than Kyushu and has many high mountains. People in that country have clothes like Japanese kimonos, and they grow and eat rice. Tashi and I became pen pals last year. I've never seen him, (2) I've seen his father. His father came to Japan to study at college, and my mother was his Japanese teacher. When she brought him to our house, he told me about his family. He said, "My son is as old nh's Snipsd as you. He wanted to come to Japan with 3me, but he had to stay in Bhutan. He is very Cbil yohl(5) (5) interested in Japan and wants a Japanese friend. If you write a letter to him, he will be very (4)." Tashi's father also told me about his country. It was very interesting. So I Estoloporis sver of sent a letter to Tashi, and we started writing letters to each other. We write letters in English. I didn't like writing English before, but now I enjoy it. Tashi writes English very well because teachers in Bhutan usually speak English when they teach. He sometimes uses difficult words in his letters, so I need a ( 5 ) to read them. We write about our countries, schools, families, and friends. He uses beautiful stamps to him, too. Thank you for listening.

回答を解説含め教えて頂きたいです🙇‍♀️🙏

問題8 【思考・判断・表現】 (2X4=8) 次の(ア) (エ)の各対話文の AUBUL 選び、番号を答えなさい。 TREMOR TA anese persity, (7) Yuichi: Today is my grandmother's birthday.TJ EXTRINKOE Mary: Yuichi: She's seventy. voy list of enige m'I wolob sigosq ynom sinirit 1 Where does she live? 2 3 Who gave her a present? 4 (S) PHIA に適切なものを1~4の中から1つずつ ARTARSO TV stolor) -CER Setologors How old is she? 2 3 4 What's her name? GIWH pixaM traiano* ni slqos (1) Satomi: Oh, you are carrying a big box. Are you all right?b siqasi yobot stolosoto David: No. This is a little difficult. Satomi: Sure. Sviensque 1Sy snipibsn to baixo zow Mr. Smith: Tomoko: ptplegoria solom of oppo* sau of 1 Why do you want to go to the park?squa 2 3 How is the weather next Sunday? 4 Hoy o son mont blaosa boing ob3 silt erinud 1 Will you help me? enixiom 3 You won't help me. mozboinq Shoqot of amos terit stolosoris hib woll May I help you? 2 4 Do you want me to help you? 10000 tu8 bluos yen't yllonit brip brod yisy bsint yorT moqot ni ti (¹) Steve: What are you going to do next Sunday, Hitoshi? Hitoshi: I'm going to play baseball with my friends in the park. Steve: I see. Yob Hitoshi: Well, I'll do my homework at home. we smood stplooors, WW* ollsH yoteid eti tuoda of bstnow briD stalocoris How many students are there in the school? Is it easy for your friends to speak Chinese? How will you go there? Have you ever been there? SVIENSORS LITE SDN 11 nonpitosino* 9/102 When will you play baseball? What will you do if it rains? ant gr (1) Mr. Smith: Tomoko, I hear you are going to visit China with your friends this summer. Tomoko: Yes, Mr. Smith. We are going to visit a junior high school boins blov in China. ai doinW It is my second time to visit the school, but it is the first time for my friends. I made a lot of Chinese friends last year. So I'm looking forward to seeing them again.

どこから六波羅探題という名前が来たのですか？

高校の範囲で、中三で習う二次関数と関係している単元とか繋がっている単元とかってどんなものがありますか？

明日保健のテストで💦 今年話題になった スポーツの話を教えてください！ 大会とかスポーツ団体、選手を 教えてくれると幸いですorz 明日の体育のテストで スポーツの時事問題が出るそうで(T ^ T)

ノート作りが明日までの締め切りで日本語訳が溜まりに溜まっていて大変なので少しのページだけ助けて頂きたいです😭 メモの落書きは気にしないでください)

Listen and Read What do you want to see in New York? I want to see the Statue of Liberty. I also want to see a musical and go to Central Park. Tina: OK, let's make a plan. Tina: Here's the Statue of Liberty. It's on Liberty Island. Kota: How do we get there? Is there a ferry to the island? Tina: Yes, there is. It leaves from Battery Park. Kota: That sounds good! Tina: Let's check out the theater next. アラー Kota: There are a lot of theaters on Broadway. I want to see Aladdin! joy ob Shay well ni prilog of

租って口分田の面積に応じて納めるんですか…？

■2 の(2)が分かりません〜 答えは△GDOなんですけど、点対称移動じゃね？と思っちゃいます。誰か教えてください！

□ (3) △ABC を 直線ℓを対称の軸として対称移動してできる △JKL をかきなさい。 2 右の図の四角形 ABCD は長方形である。 点 E,F,G, H は , それぞれ辺 AB, BC, CD, DA の中点であり, 点Oは対角線 ACとBDの交点である。 次の問いに答えなさい。 □ (1) 平行移動だけを使って, △AEOと重ね合わせることのでき る三角形をすべて答えなさい。 A E B H O F D G C AOFC 口 (2) 点Oを中心とする回転移動だけを使って, EBOと重ね合わせることのできる三角形 をすべて答えなさい。 (3) OFC と点対称の位置にある三角形をすべて答えなさい。 LOHA, AKBCGO □(4) 対称移動だけを使って, OGDと重ね合わせることのできる三角形をすべて答えなさ LOGC LOGD アとイではl⊥PQ, ウ と エ では PA ②円の接線 (1) 円と直線が1点だけを共有する 共有する点を接点, 接する直線を (2) 円の接線は, 接点を通る半径に (右の図で, l+OA) ③三角形の内接円 (研究) (1) △ABCの3つの辺に接する円を 内接円の中心を内心という。 (2) 三角形の3つの角の二等分線は, ④ 三角形の外接円 (研究) (1) △ABCの3つの頂点を通る円を 接円の中心を外心という。 (2) 三角形の3辺の垂直二等分線は, 1 垂線 例題1 垂線の作図 直線上にない点Pを通る直線lの