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英語 高校生

日本語訳をお願いします 自分の読みが合ってるか不安なので、、、

Hand of God of the lat 不誠実な Maradona, a famous soccer player, marked one of the most dishonest goals in World Cup 1 次の文章を読んで、下の問いに答えなさい。 Pirtray history in 1986. It's known a the "Hand of God." Argentina wasn't a one-man team at especially true in the game the tournament, but Maradona made it look like it was. That was BONSDAL A against England when he scored one of the game's greatest goals as well as one of the most わしい 5 questionable. He was one of the best players in the history of the game, but to be the best of all, he 2 ( clear) needed to win the World Cup. Maradona could handle the pressure. Perhaps, no player has ever controlled a World Cup as much as Maradona did in 1986. That was clear at the stadium. Argentina ( fight ) against England, and this was the match that made Maradona 10 famous [b ] another way. Early in the second half, Maradona marked his first goal. The England defender blocked a pass and kicked the ball back [c] the goalkeeper. But Maradona had made his way into the penalty area after the first attack, rose up and got [d] the ball before the goalkeeper. The ball went into the net. Replays showed Maradona used his left hand, not his head, to score. 15 After the match, he explained the goal was made "a little with the head of Maradona and a little with the hand of God."

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数学 高校生

116.4 a^2019を7で割り切れないのは3^2019 であることを示してから、 2019を3で割る作業を続けても◯だと思いますが、 下の方[3^3≡6(mod7),6^2=1(mod7)]を用いた方が 効率的ですよね? また、記述的にはどちらを書いても◯ですよね??

lines 486 00000 基本例題 116 割り算の余りの性質 a,bは整数とする。 α を7で割ると3余り, 6を7で割ると4余る。このとき、 次の数を7で割った余りを求めよ。 (1) a+2b (2) ab (3) aª p.485 基本事項 ① ③3 指針 前ページの基本事項③の割り算の余りの性質を利用してもよいが, (1)~(3) は、 161704 a=7g+3,6=7g' +4 と表して考える基本的な方針で解いてみる。 (3)(7g+3)* を展開して,7×の形を導いてもよいが計算が面倒。 d'=(a)2 に着目 し,まず, a²を7で割った余りを利用する方針で考えるとよい。 【CHART 割り算の問題 (4) 割り算の余りの性質 4α” をmで割った余りは, r” をmで割った余りに等しい を利用すると,求める余りは 「32019 を7で割った余り」であるが,32019 の計算は不可能。 このような場合、まずα” を m²で割った余りが1となるnを見つけることから始める のがよい。 A=BQ+R が基本 (割られる数) = (割る数)×(商)+(余り) 解答 a=7g+3, b=7g' +4 (g, g′ は整数)と表される。 (1) a+26=7g+3+2(7g'+4)=7(g+2g') +3+8 =7(g+2g′+1)+4 したがって, 求める余りは 4 (2) ab=(7g+3)(7q'+4)=49gg'+7(4g+3g′)+12 =7(7gg'+4g+3g' + 1 ) +5 したがって 求める余りは 5 (3) a²=(7q+3)^=49g²+42g+9=7 (7g²+6g+1)+2 よって, d²=7m+2mは整数)と表されるから α^=(a²)²=(7m+2)=49m²+28m+4=7(7m²+4m)+4 したがって 求める余りは 4 (4) を7で割った余りは, 3°を7で割った余り6に等しい。 よって, (a)2=a を7で割った余りは, 62=36を7で割った 余り1に等しい。 a2019a2016 (α6) 336.3であるから, 求める余りは, 1336.6=6を7で割った余りに等しい。 したがって 求める余りは 6 (4) 2019 練習 ②② 2 116 き,次の数を5で割った余りを求めよ。 (1) 6 (2) 3a-2b (3) 62-4a 別解 割り算の余りの性質を 利用した解法。 (1) 2を7で割った余りは 2 (27.0+2) であるから, a,bは整数とする。 αを5で割ると2余り, d²-b を5で割ると3余る。 このと 26 を7で割った余りは 2・48を7で割った余り1 に等しい。 ゆえに, a+26を7で割っ た余りは3+1=4を7で 割った余りに等しい。 よって、求める余りは 4 (2) ab を7で割った余りは 3・4=12を7で割った余り に等しい。 よって、求める余りは 5 (3)α を7で割った余りは 3* = 81 を7で割った余り に等しい。 よって, 求める余りは4 (4) 299 (p.491 EX81 )

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英語 中学生

中3 英語 Here We GO! の教科書42、3ページです。(見にくくてすみません) プリントの答えをお優しい方…おしえてください!

From the Diary of Kawamoto Itsuyoshi 河本くんの日記。 紙が手に入りにくい時代だったので、 最後の日記は伝票の裏に書かれています。 10 April 4 (Wednesday), Sunny Today was a happy day for me. From today, I am going to commute to Nichu. I went to Hiroshima on the 6:50 a.m. steam train. Unfortunately, it was delayed. I was worried, "What will happen to me?" When I arrived at Nichu, the ceremony was already going on. After 1 explained my delay, they let me in. I sighed with relief. April 15 (Sunday), Sunny Today is the third Sunday. I went to school and at last we started to study. We had English in the first hour, self-study in the second, history in the third, and math 2 (geometry) in the fourth hour. I studied very hard. April 30 (Monday), Sunny For the first time, a bomb was dropped on the city of Hiroshima. It was just before I crossed Enko Bridge. "Grr, thump, thump!" What a frightening noise it made! Then, a thick cloud of smoke rose up. I went there right away and saw a fire burning intensely. July 6 (Friday) Today was a work day. In the morning, we dug holes to bury glass. At lunch, I ate a loquat. Uehara gave it to me. I also ate some peas and a sweet potato. During our rest time at lunch, we played hide-and-seek. It was a lot of fun. In the afternoon, we carried tree branches. 前の広島県 (ドーム) WOL 1. What made Kawamoto worried on 2. Wh 広島の様子

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英語 高校生

英語の論理表現の問題です 大問4の4の並び替え問題についてです この問題のuselessの使い方について教えてほしいです!

3 ite! 2. 1. 3. 4. 4 15 6. 3. 次の英文を日本語に直しなさい。 1. ) dangerous ( 各文の下線部と同じ用法の不定詞を含む文を(a)~(d)から選びなさい。 I will go to the stadium to see a soccer game. (a) (b) I'm sorry to bother you, but there is a phone call for yo He can't be kind to other people to tell such a bad joke He made a promise to send me an email every day. We should leave soon to get there on time. There was nothing to eat in the refrigerator. My sister was looking for a company to work for You should grow up to be kind people. It is important to help each other. He had three children to look after. (c) (d) He went to the bookstore to buy the comic book. I want to be a nurse in the future. He tried, only to find he couldn't solve the problem by hir She needs a bigger house to live in. 4 ( 内の語句を並べかえて, 英文を完成させなさい。 1. I ( planning/ a three-day trip/to/am/to Kanazawa/take ). 2. Tony (the/speak/to/ability/three languages/has). X He must (to/ a mistake/tired/be/make/such). (useless/I/to/it/talk/think) to my mother about it. 5. (receive/were/to/a warm welcome/the tourists/delighte 6. Takashi (Canada/to/in/stayed/his/improve ) English. 総合 1. 彼女には洗わなければならない服がたくさんある。 2. 私は目が覚めたら部屋に一人ぼっちだった。

未解決 回答数: 1