英語　時制の問題について質問です。 赤丸の箇所がなぜ駄目なのかと、青丸の箇所の時制のポイントを教えていただきたいです。お願いします。

① 1. The famous author (③) wrote) the science fiction novel two years ago. 過去のある 二点 2, Do you really think the number 1④ will grow) to abour 500 by the end of this 今年末までにその数は約500に増えると思いますか? year? (株)までに 3. I would like to buy that book, but (① do not have) enaugh money. →興正しい答え is 4. That famous cherry tree (aho died) because of pollution. "Yes, we have to do something to save be doing~しているところ はい、私たちは、それを救うために何かしなければいけません。 1~しつつある was drowing 「溺れて死ぬ」 5, One of the boys (④ther drownect), but I dived in and saved him. 溺れていた 6, Actually, he is rather Conservative. That is why he (⑨ belongs) to that ( 実際、彼はかなり保守的です。それが彼がその政党に属している(political party. 理由です。 状態を表すV 7, The wine I buy at the shop ( ① tastes) good fetits price ショップで購入したワインは値段の割に味が美味しい。 時制のポイント 8. My boss didn't want to see me because he (@ 上司は昼食を食べていたので、私に会いたくなかった。 ④ are gre leaving 彼らは明日ロンドンへ出発する。 発着を表すV 10, I will return your notes 9. They (@ffeft) for London tomorrow. as soon as was "1 not 進行 having) his lunch. (②) Ⅰ finish) copying them. e 4 No. 12, I doubt if she (will come) tomorrow. 彼女が明日来るかどうかは疑わしい。 名詞節:~するかどうか ③ Date Here's my phone number!!! Thanks. I'll give you a call if I (@need ) some help tomorrow," ・副詞節:もし~すれば<条件> ⇒ ① arrives 13, your When ・friend (arrived), he will be very tired. あなたの友人が到着したとき、彼はとても疲れているでしょう。 副詞節:~するとき 未⇒現 ② I have finished. 14. I'll lend you the detective story when I finished) it.

英語　時制の問題について問題です。 赤丸の箇所がなぜ駄目なのかと、青丸の箇所の時制のポイントを教えていただきたいです。お願いします。

① 1. The famous author (③) wrote) the science fiction novel two years ago. 過去のある 二点 2, Do you really think the number 1④ will grow) to abour 500 by the end of this 今年末までにその数は約500に増えると思いますか? year? (株)までに 3. I would like to buy that book, but (① do not have) enaugh money. →興正しい答え is 4. That famous cherry tree (aho died) because of pollution. "Yes, we have to do something to save be doing~しているところ はい、私たちは、それを救うために何かしなければいけません。 1~しつつある was drowing 「溺れて死ぬ」 5, One of the boys (④ther drownect), but I dived in and saved him. 溺れていた 6, Actually, he is rather Conservative. That is why he (⑨ belongs) to that ( 実際、彼はかなり保守的です。それが彼がその政党に属している(political party. 理由です。 状態を表すV 7, The wine I buy at the shop ( ① tastes) good fetits price ショップで購入したワインは値段の割に味が美味しい。 時制のポイント 8. My boss didn't want to see me because he (@ 上司は昼食を食べていたので、私に会いたくなかった。 ④ are gre leaving 彼らは明日ロンドンへ出発する。 発着を表すV 10, I will return your notes 9. They (@ffeft) for London tomorrow. as soon as was "1 not 進行 having) his lunch. (②) Ⅰ finish) copying them. e 4 No. 12, I doubt if she (will come) tomorrow. 彼女が明日来るかどうかは疑わしい。 名詞節:~するかどうか ③ Date Here's my phone number!!! Thanks. I'll give you a call if I (@need ) some help tomorrow," ・副詞節:もし~すれば<条件> ⇒ ① arrives 13, your When ・friend (arrived), he will be very tired. あなたの友人が到着したとき、彼はとても疲れているでしょう。 副詞節:~するとき 未⇒現 ② I have finished. 14. I'll lend you the detective story when I finished) it.

この4問、因数分解するんですが出来ません。 どうやって因数分解すればいいですか。解説と回答お願いします🙏m(_ _)m

22 (1) R+Z 3×32 94382 (2) x4+2x+9 (3) 4X²-8X²71 (4) X ²=X²Y ² + 1 by " 4 2

ここがよく分からないのでよろしくお願いします！！

337 次の3直線が1点で交わるとき, 3点(-1, 1),(3,-1), ( α, b)は同じ (1) 直線上にあることを示せ。 x-y+1=0 D, x-3y+5=0 9 ②, ax+by=1 ...... (3)

244番の問題では、xの値を求めてから,、それを代入して、yの値を求めたのに、245番の問題では、なぜいきなりkを整数としておくことができるのですか？

考え方 Check] 例題 244 方程式の整数解 (3) 不定方程式 7x 17y=1 の整数解を求めよ. 不定方程式の一般解を求めるには, 1組の簡単な解 (特殊解) を見つけてそこ から求める. 特殊解の見つけ方は, (1) 実際に値を代入していき方程式を満たすx,yを探す (2) ユークリッドの互除法を用いて, 方程式を満たすx,yを探す。 などがある. それぞれ次のように考える. (1) 7x-17y=1 の係数に着目すると, 7より17の方が大きいので、 y=1,2,3…. を代入していき、xの値を探す。 y=1 を代入すると, 7x=17+1=18 番 これを満たす整数xはない。 y=2 を代入すると, 7x=34+1=35 - より, x=5Lの 以上より,特殊解 (x,y)=(5,2) 21. (2) 7x-17y=1の係数に着目して, ユークリッドの互除法を用いる。 17=7×2+3 ･・･① 7=3×2+1 ② より 17-3×2 ….. ③ ①より, 3=17-7×2 として, ** これを③に代入すると, 1=7-(17-7×2)×2 1=7-17×2+7×4 1=7×5-17×2 したがって, 7×5-17×2=1 り 特殊解 (x,y)=(5,2) また、特殊解は求め方により、 いくつも存在するから, 求める一般解の表し方は、求め方により、 異なる場合 もある. 717 は互いに素な で 最後に最大公約 数1が現れる. CH» à  à ³6 1905 zusados 11 さらに,与えられた不定方程式を1つの文字について 解き,x,yが整数であることを利用して求めることもする できる.(次ページの注を参照 ) そのような上に、メージ stafia Sstml 解 Flocus 練習 244 7x-17y=1の解の1つは(x,y)=(52) である. これを不定方程式に代入して、 7×5-17×2=1 ......① 7x-17y=1 _7(x-5)-17(y-2)=0 て 7(x-5)=17(y-2 ...... ③ ここで, 7 17 は互いに素であるから, x-5は17の倍数 となり x-517n (nは整数) とおける これを③に代入すると, 7･17n=17(y-2) 7n=y-2 ②-① より よって, 求める一般解は, x=17n+5,y=7n+2 (nは整数) より, y=7n+2 ここで, 7 7 17(y-2) 7 これを①に代入して, x=5+ 不定方程式の整数解を求める際には,まず特殊解を見つける 注例題244の一般解は, x=17n+5, y=7n+2 であったが x=17n-12,y=7n-5 などと表してもよい。 となる. 注 次のように求める方法もある. (1つの文字について解いて, x,yが整数であることを利用する) 17y+1 7x-17y=1 をxについて整理すると, X=- 17y+1_17(y-2)+35 2 ユークリッドの互除法 =5+ 17(y-2) 7 次の不定方程式の整数解を求めよ. (1) 2x+11y=5 特殊解 (x,y)=(52) を利用する. ......② (見つけ方は考え方を 参照) y-2は7の倍数 17(y-2) x, 5は整数より、 7 も整数で,717 は互いに素であるから, Jy-2は7の倍数、すなわち, y-2=7n (nは整数) とおける. これを②に代入して、x=17n+5 より 求める一般解は, x=17n+5,y=7n+2 (nは整数) (2) 4x+3y=1 431 8 整数の性質

解説お願い致します。

3 3.領域Dで正則な関数 f(z) = u+iv, z = x + iy においてr=rcose, y = rsino とすれば, u(x,y), v(x,y) は (r, 0) の関数と見なせる. (1) rx Tui Ox) by を, r, 0 で表せ.ここでr=r(x,y), Tx=gであり, 他の偏導関数についても同様. (2) Cauchy-Riemann の関係式: vx=Uy, uy=-væは, Up = // 20, Up = - u と書けることを示せ . 解答:

中二英語です。 この問題の答えをなくしてしまって… 答えと解説どなたかよろしくお願いします。 問題文の横の()の数字は答える時の語数です。

Qmail.googol.com Hi, thanks for the e-mail and questions. I'm so excited for my trip now! Now I will answer your questions. > You're going to stay at my house for two nights. Is that right? - Right. On the 11th and 12th of February. And we're going to leave for Osaka in the morning on the 13th. > What time are you going to *arrive at Haneda Airport? - Our *flight is going to arrive at 3:05 p.m. So we'll get to the "arrival lobby around four. > My mother will make dinner for you that night. What do you want to eat? - That's fantastic! Then curry will be great for me. I love Japanese curry!! Thank you for everything! See you soon!! :D Olivia 118

これの和訳して貰えませんか？

5 Reading Passage 10 15 20 Yuna Kim is one of the world's best figure skaters. At the 2010 Winter Olympics in Vancouver, she set three world records. In fact, one of those world records broke a record she set in 2009. program and a At the Olympics, both male and female skaters perform a short seven program. In the short program, skaters have less than three minutes to perform required jumps, spins, or other moves. While doing these seven things, the skaters also have to show judges how well they can put these elements together into a kind of dance performance on the ice. The long program is similar to the short program except that skaters perform for a longer time and have more required moves. long Before the 2010 Winter Olympics began, many people thought Yuna Kim was likely to win a gold medal. Certainly, there were other women skaters who had the skill to win gold at the Olympics. However, Ms. Kim had an advantage. She had already set a number of world records. In 2007, she set the record for the highest score in a short program with 71.95 points in Japan. The same year she also set the world record for the highest score in a long program with 133.7 points in Russia. Then, in 2009 she beat her own record in the short program by scoring 76.12 in the United States. At that competition, she also became the first woman to score over 200 points with her short and long programs - her combined score was 207.71. The next year at the Winter Olympics in Vancouver, she broke her records again. In the short program, Ms. Kim scored 78.5, a new world record. In the long program, she scored 150.06, another world record. This gave her a combined total of 228.56 points, a third world record! Needless to say, her score was enough to win gold.

5つの下線部の正しい訳を教えて欲しです。　至急お願いします🚨🙇

Unit 12 Change the World Basic A few years ago, an obesity* researcher at the University of Washington-named Adam Drewnowski ventured into the supermarket to solve a mystery. He wanted to (1) figure out why (2)poor people were more likely to suffer from obesity in America. Obesity is, as you know, mainly caused by taking in too many calories. For most of history the poor have typically suffered from a shortage of calories, not an excess. So why do the people with the least amount of money to spend on food tend to be overweight today? 目 Drewnowski gave himself a dollar to spend, using it to purchase as many calories as he possibly could. He discovered that he could buy the most calories per dollar in the middle aisles of the supermarket, among the towering piles of* processed food and soft drinks. 3 Processed food is, in the broadest sense, any food that is changed from its natural, raw state. But here, it refers to food which has been chemically changed by using additives* such as flavors, colors, preservatives*, stabilizers*, etc., or which has been combined with other foods in a manufacturing process. Generally speaking, if the ingredients* aren't “natural,” then we consider it to be ( 3 ). Drewnowski found that a dollar could buy 1,200 calories of cookies or potato chips, which are typical processed foods, but only 250 calories of carrots. Looking for something to wash down those chips, he discovered that his dollar bought 875 calories of soda (a processed food) but only 170 calories of orange juice. 5 As a rule, processed foods are more “energy dense*” than fresh foods: they contain less water and fiber but more added fat and sugar, which makes them both (4)less filling and more fattening. 5 These particular calories also happen to be the least healthful ones in the marketplace, which is why we call the foods that contain them "junk*.” Drewnowski concluded that the rules of the food game in America are organized in such a way that if you are eating (6) on a budget, the most rational economic strategy is to eat badly-and get fat.

赤く丸をしたbの問題で解答の方に二階微分した後の式がなぜ(-1/4)(-1/4)(H-27)になるのか分かりません。教えてください🙇‍♀️

QA At time t = 0, a boiled potato is taken from a pot on a stove and left to cool in a kitchen. The internal temperature of the potato is 91 degrees Celsius (°C) at time t = 0, and the internal temperature of the potato is greater than 27°C for all times t > 0. The internal temperature of the potato at time t minutes can be modeled by the function H that satisfies the differential equation dH (H- (H-27), where H(t) is dt measured in degrees Celsius and H(0) = 91. (a) Write an equation for the line tangent to the graph of Hat t = 0. Use this equation to approximate the internal temperature of the potato at time t = 3. (b) Use 2017 APⓇ CALCULUS AB FREE-RESPONSE QUESTIONS (a) dH d²H dt² to determine whether your answer in part (a) is an underestimate or an overestimate of the internal temperature of the potato at time t = 3. (c) For t < 10, an alternate model for the internal temperature of the potato at time 7 minutes is the function -= − (G - 27)²/3, where G(t) is measured in degrees Celsius dG G that satisfies the differential equation dt and G(0) = 91. Find an expression for G(t). Based on this model, what is the internal temperature of the potato at time t = 3 ? 564 at (21-27) - == 2-16 To = - = (H(3)-27) 4 -64 = HB)-27 -37 = H (3) (b) _d²fi © 2017 The College Board. Visit the College Board on the Web: www.collegeboard.org. GO ON TO THE NEXT P