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英語 高校生

この空欄に共通語を入れないといけないんですけど分からないのでよろしければ全部じゃなくても良いので手伝っていただきたいです💦

(3) (a) We must keep an ( ) on the political situation. (b) She hit him hard and gave him a black ( ). (4) (a) This is going to cost you a good ( ) of money. (b) In this African town, there are many merchants who ) in diamonds. (5) (a) That politician always takes a strong () on difficult social issues (b) He was so shocked by the news that he could hardly ( ) up. (6) (a) Why are you sitting so far ( ) from us? Come over here and join us. (b) The two brothers look so much alike that it is difficult to tell them ( ). (c) The dog has pulled the newspaper ( ) again! (d) I don't like to mix business with pleasure, but try to keep the two things firmly ( ). (8) (a) In my ( ) you should try the exam again. (b) The ( uldn't got (7) (a) () all his campaigning, he couldn't get enough votes to win. (b) It might be better for us to make allowance ( ) his inexperience because he is a newcomer. (9) (a) You will be sure to like him, ( ) you talk with him. (b) He writes a letter ( ) in a while, but not so often. The earth goes around the sun ( ) a year of 251) (10) (a) A( ) from the mountain top was spectacular. ) is a place where you can get water. (b) The doctor said that he would be ( (11) (a) Will you ( 15 (c) He has knowledge and experience as ( ). ) if he took this medicine. ) after the children while I'm out? in the long run 結局は (b) ( ) in the mirror before you drive off

解決済み 回答数: 1
英語 高校生

高校生 定期試験 問題文 今日あった試験の単語抜き取り問題です。 6.bombs 7.Pavilion 8.canvas 9.livestock 10.Guernica と答えたのですが、採点してほしいです…… 特に10はtragedyと答えてる人が多くて不安です

1. 次の文を読んで、問題に答えなさい。 Okamoto Taro, a Japanese artist, visited the Spanish Pavilion of the 1937 Paris Exposition. When he saw the painting Guernica, he (1)couldn't take his eyes off it. It was painted in black and white. But he felt like it was painted (2). (3) that the painting drew him into its world instantly. This big piece of work, 3.5 m 4 7.8 m, was painted 4 Pablo Picasso, a Spanish artist. (5) Picasso ( 6 ) to France in his (7), he painted it in Paris. He was 56 years old then, but he worked hard and completed it (8) within a month or so. This painting fascinated those who saw it at the Exposition. It became one of Picasso's best- known works among his over 10,000 paintings. Picasso was originally asked to paint something for the Exposition by the Spanish Republican government. However, he had not decided what to paint until he read a shocking newspaper article. According to the article, Guernica, a small town in Spain, was bombed by the Nazis on April 26, 1937. (9) In those days, the Nazis supported General Francisco Franco. He had been ( 10 ) to overthrow the Spanish government. ☆ The bombing started around 4 o'clock in the afternoon. People and livestock at a busy market (11) there ran (12) about, trying to escape from the attack. Many buildings, including a train station, hotels, and restaurants, were demolished. The bombing lasted about three hours, and 50 tons of bombs were dropped. Three-fourths of the town was destroyed, and several hundred people were killed. Picasso was shocked because the bombing was a cruel attack against the public in his home country. In order to protest against it, he decided to make a painting of the bombing. He struggled to paint the tragedy of the bombing. He drew a number of sketches trying to show the sorrow of the people in Guernica. Even after he started painting on a big canvas, he kept changing his ideas. 2133

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英語 高校生

質問です。 下線を引いたところは何をあらわしているのでしょうか? また、having received her dowry. はどのような文型でしょうか? 教えて下さい〜!! 宜しくお願いします。

The Origin of Santa Claus The origin of Santa Claus can be found in the 4th century, when Saint Nicholas helped needy people. According to legend, three daughters lived with their father. They were so poor that the father couldn't afford a dowry for his daughters. One night a sack of gold was thrown in through 用意する余裕 the window of their house. The father accepted the charity and the oldest daughter got married, 施し having received her dowry. Several days later, a second sack of gold came. Then, when a third sack arrived, the father went outside to find Saint Nicholas there. The sacks happened to land in the daughters' socks 偶然たまま着地した。 ために、 that had been drying by the fireplace. The custom of hanging Christmas stockings came from 乾かしている. this legend. 暖炉のそばで、 ぶら下げる The legend of Saint Nicholas has spread to many countries. In Finland, Santa meets children and asks them whether they have been good all year long. If they answer "No," they cannot get presents from him. An old legend in Germany says that Santa had a companion. Santa, in his red and white costume delivered gifts to good children. The companion, in a black and brown costume, punished.children who had not behaved well. 作られた。 The modern image of Santa with a long, white beard wearing a red suit was created in America around 1820. This image spread to many other countries including Japan, mainly through 頃 その他の 国々 American ads and movies.

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数学 高校生

300の場所が分かりません!線を引いたところを解説お願いします🙇🏻‍♀️

第4問 (選択問題 ) (配点20) 図1のように、 座標平面上で x座標とy座 標がともに整数である点に一つずつ自然数を 並べる。 自然数は原点から始め, 反時計回り に並べていく。 自然数Nのある座標が (p,q) であることを,000 「Nの場所は (p, g) である」 と表すことにする。 例えば, 「2 の場所は (1, 0) である」 「18 の場所は (-2, 1) である」 と表す。 TIPLO (1) 38 の場所は 49 の場所は また, 自然数が 25個 ケ I キクの場所は (-2, -3) である。 UPOSARELO 14:08.0 Mahero a160 cena 2) 300 の場所について考えてみよう。 図2のように, 自然数を正方形で囲む。 1辺の長さが1の正方形の内部には 自然数が1個, ANSOLELYS 1辺の長さが3の正方形の内部には 自然数が9個、 HOYA HOY 10 1辺の長さが5の正方形の内部には よって, アイ 個ある。 ケ BLACKS ウ であり, オカ である。 2000 2001.0 100.0 100. -17 18 W19 +1の場所は コ 16 -5 6 VA ・・・4 ・207.. -14 15 図1 33...2.2 -1 -8. ¥9 10-127 -22 23 24 25 26 3 U 2 13 F である。 12-29- 11-28 17-16-15-1413 1854 3 -12-29 -1961 2 図2 GHAI あるから 1辺の長さが2k+1 (k=0, 1, 2, ...) の正方形の内部には自然数 Theo, Ber x -11-28→ 20---7-- -8- 9 -10--27 -21 22 23 24 25-26- +2 GRA05S x (数学ⅡI・数学B 第4問は次ページに続く。) ケ Ok² コ の解答群 -k-1 k-1 1辺の長さが サ るから あるから 300 の場所は なく1辺の長さが シス+2の正方形の内部である。 よって これらを利用すると, 300 の場所は1辺の長さがシスの正方形の内部で (k+1) ² ケ である。 シス OG T an= の解答群 (同じものを繰り返し選んでもよい。) ① - k 4 k 図3のように, 4=1,α2=3, α3 13, と, 1 を初項とし、 直線y=xの x≧0の部分にある自然数を小さい順に並べ てできる数列{an}の一般項を考えてみよう。 場所が (k, -k) である自然数は, (2)の前 半で考えた1辺の長さが2k+1の正方形の 内部にある自然数で最も大きい自然数であ ② (2k-1)2 である。 チ の正方形の内部にある最も大きい自然数は センターで テー ツ トナ 数子Ⅱ 双子 D Man 3 (2k+1) ² ②k+1 (5 k+1 n+ である。 VA 17-16-15-14--13 18----5 -43-12-29-••• -6-(1) 2-11-28- -20-78 910-27---- -2122 23 24 25 26 ----- 図3 X

解決済み 回答数: 1