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英語 高校生

この英語長文において、印刷技術の発達に必要な技術はどのようなものであるか50~200字で答えてください

木版画 鋳造 第3問 以下の文は、 S. Strandh の “Machines, an illustrated history" からの抜粋で ある。 次の文を読んで、設問に解答せよ。 (ア) The tools of precision mechanics were, without doubt, the technical pre conditions for making wood cuts and for the development of printing. The oldest dated wood engraving is from 1418. It shows fine lines throughout 細部 and a richness of detal, which imply that the tools used, the knives, burins, and so on, must have been eminently suitable At this time, it was only the precision mechanics of clock making which could achieve the technique required for such tools. 精密機械技術 (イ) A (woodcut was produced by transferring a drawing, reversed from left to right, onto a carefully surface-ground "block" of wood, after which the surface wood on either side of each line in the drawing was cut away with a burin of forged steel. The remaining wood on all 'surfaces which were to be white in the drawing were then cut away with gravers and gouges, so that the lines of the drawing became raised. They were then inked and pressed against paper. これは 理由では ないから、 (~のときに、何 が原因か は不明) The woodcut method spread rapidly in the late Middle Ages when pictures were rarity. At first, skilful craftsmen made the woodcuts, but before long, eminent artists were themselves cutting their own drawings in wood. One of the first was the German Albrecht Duerer (1479-1528) who, in 1498, published the famous pictorial series of the Revelation of St. John. Graphics had become an independent art form-based on the progress of precision 酒の mechanics! 可動式の The 1440s saw the first book printed with movable die-cast type. (The letter press printing method used by Johann Gutenberg (1399?-1468) was basically the same as the one used for printing woodcuts, but Gutenberg used cast, movable type instead of cut blocks. The production of dies for the type was made possible by the tools of precision mechanics, too. It does not detract from Gutenberg's contribution that printing with movable type has been practised in the Far East, or more specifically Korea, two thousand years prior to this. Several of the techniques described here, which developed so quickly during the technical revolution of the Renaissance, had had predecessors in other parts of the world. ' 金楼 にねじ を刻む 道具 ~をなら K あったもの

未解決 回答数: 0
英語 高校生

(③)に入る語を文脈から考えて書きなさい。という問題です 訳分からないので教えてください!!( Ꙭ )

*13 Reading Reading Gramma /12 Recipe Listening /324 /10 /100 探検家のグレイはなぜ、高級ホテルに入れてもらえなかったのでしょうか? *(Richard Gray was a famous explorer". He was also a millionaire". He had visited every country in the world. Last year he decided to walk across Red Devil Valley", the hottest place on Earth. He walked for days over the hot desert sand. One night he found the place that he had camped in the day before. Gray had walked ( ). He was lost. Two days later he had drunk all his water. He couldn't walk. He crawled" to the top of a sand dune* and saw a man. The man was wearing clean trousers, a white shirt, and a tic. Gray crawled over to him. "Water, water," he said. "I'm terribly sorry," replied the man, "but I haven't got any water with me." "Help me!" shouted Gray. "I'm a millionaire. I'll give you anything." That's very nice of you," said the man. "Look, I can't give you any water, but would you like to buy my tie?" "A tie? Of course ()!" screamed Gray, and crawled away. He crawled slowly up the next sand dune. His lips were cracked and dry. When he reached the top of the dune, is he saw a huge luxury hotel. People were swimming in the huge swimming pool. There were beautiful fountains everywhere. "Is it a mirage*?" he thought. He stood up and staggered down the dune. A porter" in a white uniform came out of the door. "Water. Please!" screamed Gray. "I'm sorry, you can't go into this hotel," said the porter. "Why not? I've got plenty of money." "Yes," replied the porter, "but you aren't wearing a tie." 20 (268 words) NOTES explorer: crawl: はう millionaire: 大金持ち Red Devil Valley: 架空の土地の名前 sand dune: E crack... にひびを入らせる luxury ぜいたくな stagger: よろよろ歩く porter: (ホテルの) ボーイ mirage しん気楼 パート ごとの 150

未解決 回答数: 0
英語 高校生

②と③の回答が合っているか教えてください🙇‍♀️

Exercises Put the verb in the correct form. 1) もっと時間があれば、私たちはその日本庭園を訪れることができるのに。 more time, we could visit the Japanese garden. ~2) ぼくが君なら、その帽子を買うよ。 君に本当に似合っているから。 If we had If I were you, I would buy the hat. It looks really good on you. (3) もし君がケイトをパーティーに招待していなければ、彼女はがっかりするだろうね。 Kate would be disappointed if you not in her to the party. 4) もっと頑張って勉強すれば、 君はもっとよい成績が取れるのに。 If you studied harder, you a gost better grades. 5) もし私が奈良に住んでいたら, キョウコにもっとたびたび会えるのに。 I had met Kyoko more often if I lived in Nara. 2 Put the verb in the correct form. 1) If I 2) If Jun 3) We had been some money with me then, I could have bought the book. no cada cold, he could have climbed Mt. Fuji with us. late for school yesterday if we hadn't run to the station. 4) I were not made a careless mistake if I had had time to check my answer. 5) If I had got up a little earlier this morning, I on the train now. 3 Complete the sentences. had one. 5) I don't have much time. I wish 1) I'm sorry Mark isn't here. I wish 2) Steven doesn't have a cat. He wishes 3) I didn't ask for her email address when I met her. I wish 4) I ate too much last night, and have a stomachache now. I wish I had one. 5) It's raining, but I don't have an umbrella. I wish I had I were more time. here. (▶1) [have] [be] [not invite] [get] [meet] (▶2) [have] [not catch] [be] [not make] [be] (▶3) 63 for it then. I had so much.

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数学 高校生

数IIについて  「方程式の実数解をαとする」の部分で、置きかえるのはどうしてですか。

x の方程式 (1+i)x2+(k+i)x+3+3ki = 0 が実数解をもつように,実数k の値を定めよ。 また, その実数解を求めよ。 基本 38 CHART & SOLUTION 2次方程式の解の判別 判別式は係数が実数のときに限る 解答 方程式の実数解をα とすると D≧0 から求めようとするのは完全な誤り (下の INFORMATION 参照)。 実数解を α とすると (1+ i) a²+(k+i)a+3+3ki=0 この左辺をa+bi (a, b は実数) の形に変形すれば, 複素数の相等により a=0, b=0 ← α, k の連立方程式が得られる。 ←置きかえるのは どうして? 784) 複数が合されている (1+i)a²+(k+i)a+3+3ki=0 ...... x=α を代入する。 整理して (a²+ka+3)+(a²+a+3k) i=0 ←a+bi=0 の形に整理。 α, k は実数であるから, Q2+ka + 3, a²+α+ 3k も実数。この断り書きは重要。 よって a²+ka+3=0 ◆ 複素数の相等。 a²+a+3k=0 ① ② から ゆえに よって [1] k=1のとき ① ② はともに α2+α+3=0 となる。 これを満たす実数 α は存在しないから、不適。 [2] α=3のとき ①,②はともに 12+3k=0 となる。 ゆえに k=-4 [1], [2] から 求めるkの値は 実数解は (k-1)α-3(k-1)=0 (k-1)(a-3)=0 k=1 または α=3 ONE 2次方程式には適用できな k=-4 x=3 De ← α2 を消去。 inf を消去すると α3-2²-9=0 が得られ, 因数定理 (p.87 基本事項 2 を利用すれば解くことがて きる。 ←D=12-4・1・3=-11< ← ①:32 +3k+3=0 ②:32+3+3k=0 INFORMATION 2次方程式 ax²+bx+c=0 の解を判別式 D=62-4ac の符号によって判別できる のは a,b,cが実数のときに限る。 例えば,a=i, b=1,c=0 のとき -4ac=1>0 であるが, 方程式 ix2+x=0 の解 異なる2つの実数解をもたない (p.85 STEP UP 参照)。

未解決 回答数: 2