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English Senior High

UNITE2.5のreason5の解答を無くしたため教えていただきたいです。 至急よろしくお願いします

occasions at school, most school songs (2) sometimes (3) gal ni owoq low. 22 by famous musicians, but these days, anoijasu school songs themselves. 5 Fill in each blank so that each pair has almost the same meaning. answer the questi CH? the pass China gave Japan two pandas in 1972 as a symbol of friendship. ) ( ) ( (1) Two pandas from China ( 18.0 1972 as a symbol of friendship. CO JounA few villagers saw a gang go into the bank by the back door. (2){ ) ( ) ( kids together. (3) In ancient times, food and water were shared and kids ( C A gang was ) into the bank by the back door. In ancient times, the whole community shared food and water and took care of The law in this country says children under 12 (2) その絵は古い博物館で発見された。 ) ( ) by the whole community. 6616 Americans have known this Japanese song since it came to the U.S. in the 1960s. (4) This Japanese song ( ) ( ) ( ) ( ) Americans since it came to the U.S. in the 1960s. Vocabulary [] [自然] 7 Choose the best option. (1) My father works at a research center for the ( a. reservation b. typhoon c. forecast ) Japan in ) ( MEME UT 6 Put the Japanese into English. (各4点) ni TewanА Sygiene soubor vidsdong a19vh baensqet 916 VIWA (1) この国の法律では, 12歳未満の子供を1人にしてはいけないと定められている。 redog on (3点) Hints on 19lov frilastol ◆ This chain restaurant can be found only in Okinawa. [沖縄だけで見ることができる] 21 1920 19dew (altas709 ◆ This cheese is made at a local farm. [地元の農場で作られる] slup A bak roda alone. 6 (2) (S) ) of rare plants. d. conservation ide om s

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Mathematics Senior High

マーカーを引いた部分の図の意味が分かりません💦 教えてください🙏

X コ 5 確率と漸化式 (1) 日本 例題 37 00000 される回数が奇数である確率pn をnの式で表せ。 1,2,3,4,5,6,7,8の数字が書かれた8枚のカードの中から1枚取り出し てもとに戻すことをn回行う。 このn回の試行で、数字8のカードが取り出 [産業医大 ] 基本30 CHART & SOLUTION 確率と漸化式LUTIONE 回目と(n+1) 回目に着目 確率が であるから, 偶数である確率は 1-pn 回の試行で, 数字 8 のカードが取り出される回数が奇数である (n+1)回の試行でpn+1 を求めるには, 次の2つの場合を考える。 7回の試行で奇数回で,(n+1)回目に8以外のカードを取り出す n回の試行で偶数回で,(n+1)回目に8のカードを取り出す 変形すると また (n+1)回の試行で8のカードが奇数回取り出されるのは, [1] n回の試行で8のカードが奇数回取り出され, (n+1) 回目に8のカードが取り出されない [2] n回の試行で8のカードが偶数回取り出され, (n+1) 回目に 8 のカードが取り出される のいずれかであり,[1], [2] は互いに排反であるから Pn+1=pn/1+(1-pn)・・ = 7 3 8 4 Pnt Pn+17 したがって 3 -12--³-(pm-12) pn Pi 11/27 - 12/17 - 31/12/1 8 Pn 3 n-1 3/3 84 n 1 1/3 p=²2 - 1 (3³) - (¹-(²) pn 24 S 8² よって、数列{ba-1/2 は初項 - 123 公比 1/23の等比数列で あるから -4-4-4/124 MOITUIG 8 回目 Pn 1-pn × 7 (n+1)回目 8 P+1 x. 8 inf. ① 確率の加法定理 事象A, Bが互いに排反 (A∩B=Ø) のとき P(AUB)=P(A)+P(B) ② 独立な試行 STで, Sでは事象A, T では 事象Bが起こる事象をC とすると P(C)=P(A)P(B) 3 a=a+₁ を解くと a=²1/22 は, 1枚目のカード が8の確率であるから p=1/ 405 1章 化式

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English Senior High

英単語教えて欲しいです。 間違えてるところあったら教えて欲しいのと、分からないところが沢山あるのでこの文章の中に書かれている単語で右の空欄教えて欲しいです。お願いします。

20 25 20 35 15 STEP 3 DEAR (1年7月改) 回 目標 IGG 登場人物の心情を想像しながら読み進めよう。 次の英文を読んで,あとの問いに答えよ。 取り組み日 A 日 得点 /18 目標時間 17分 tell Sara was annoyed/when her mom told her the news. from Japan/to live with her family//Their two-bedroom apartment/was(already crowded/ with her mom, dad and her.// While her mom was from Japan/Sara (7)/She knew only a few Japanese words. 5 Her mom told her about Sara's Grandpa)//He studied English (in college, but Sara and Grandpa had never spoken (in English.) When she went to Japan every summer, the most. they said to each other was "Ohayo" in Japanese. Grandpa didn't talk much. A month had passed since Grandpa moved in/With the new family member in her home, Sara spent more time alone in her room working on her favorite hobby drawing 10 comic strips./She hardly showed these drawings to anyone.) Her parents thought it was a waste of time. They hoped she would spend more time on her schoolwork.)// Sara had been working for months on a 16-page comic book about a teenage girl with magic powers. She hoped to enter it in a comic book contest the next month but was struggling with how to draw the hero with invisible magic powers// One afternoon, she got so frustrated that she crushed almost all the pages she had drawn and threw them in the wastebasket) She didn't know why but her eyes were full of tears. //Her Her grandfather was moving She grabbed her jacket and went into the living room. Grandpa was reading a book (on the sofa. She said, "Please tell my mom that I went for a walk. Grandpa said. “Itterasshai" to her but she walked out of the room. When she came home, Sara was still upset, but more disappointed. a comic book that she could hand in for the contest. del pr Then she saw her desk. Her drawings were put back on the desk//They were laid flat and attached with small sticky notes all over the pages.// Sara(1-0)Who had gone through her wastebasket? //This was her room.//No one came in without telling her.)// The handwriting on the sticky notes) was really easy to read//She (quickly) realized they were from Grandpa. 'here wouldn't be "Sara, you have a gift for art," the first note said. The second note was longer/"When 30 I was your age. I also wanted to be a comic artist."// The other notes gave to her face."Finally, someone understands my passion I Sara advice on improving her comic strips. Sara felt a smile coming to never imagined Grandpa would ()do that!" She started writing a card to Grandpa "Dear Grandpa /Thank you so much for your kind comments! I want to finish my comic book so I can enter it in the contest next month//Please be my advisor!/Love, Sara"// Grandpa was watching TV with her parents in the living room but looked at Sara/as she walked up to him.// Sara (1-2), so she handed him the card without a word. She wondered if Grandpa 40 would accept it. When he read the card, he smiled but did not say anything, either. Sara quickly went into her room. Her parents were wondering what had just happened. (1) She went straight back to the desk/and started working on her comic book //She only had a month. She couldn't wait to show Grandpa her next draft for more advice. (567W) 内 () ORIGINAL MATERIAL

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Mathematics Senior High

問91 なぜこのように大量の場合分けが必要になるのか分かりません。 そりゃ計算したら答え変わるやーん って話ではあると思うんですけど…

26 4, 3 (3) は整 数であるから, ③ ④ を同時に 満たす整数が3 個になるのは 3(a-3)=a+3 のときである。 数学Ⅰ aa+la+2a+3x これを解いて a=6 これは 3 <a を満たす。 (i) α=3のとき ① は, 3x < 0 より x < 0 ② は, 0x0 となり, すべての実数x はこの式を満たす。 よって, ①, ② を満たす整数は無数にあ るから, 不適。 (m) 0<a<3のとき a> 0, a-3 <0であるから ①は x<3(α-3) xma a>0, 3(a-3) <0, 3(a-3)<a であるから, ①, ② を満たすxの範囲は x<3(a-3) よって, ①, ② を満たす整数は無数にあ るから、不適。 (iv) a = 0 のとき ① は, 0x<0 となるから, この式を満 たすxはない。 よって, ①, ② を満たす整数はないから, 不適。 (v) a <0 のとき a<0, a-3 < 0 であるから ①は x>3(a-3) xma ⑤ ⑥ を同時 に満たす整数 が3個になる のは I 3(a-3) 3(a-3)=a-3 ... ⑥ a-3 a-2 a-1 a 11 3(a-3) のときである。 これを解いて a =3 これはa < 0 ではないから, 不適。 (i)~(v) より a=6 * 92 (1) ||x-9|-1|2より -2≦x-9|-1≦2 ゆえに -1 |x-9 3 |x-9-1 は常に成り立つから x-913 を満たすxの範囲を求めればよい。 ①'より -3≤x-953 ゆえに 6 ≤ x ≤ 12 (2) ②を解くと, >0 より - k≤ x-45 le すなわち 4-k≦x≦4+k これと③が共通な範囲をもてばよい。 4 6 4+k 12 4+ k ≥ 6 って これを解いて k 2 2 (3) ④ が ③ を含めばよい。 (4) 4k 4-k したがって これを解いて 46 4+k212 k 28 x 124+kx

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