今から描く文を英文にしてほしいです！！！ 早起きするとどんないいことがあるかという筆問の英文に対して。 「一つ目は日の出が見れるから。日本では薄明、日暮れ、黎明など色々な呼び名がある。二つ目は健康にいいからです」

化学反応式の係数についてなのですがなんで間違えてるのかが理解できないのでどなたか教えて欲しいです🥲

詰合 限 【7】次の化学反応式の空欄に係数を書き込め、係数が1の場合は1と記せ。観点3 当たっているところを ① 2 H2 +X2N2 NH3 腸薬分の手がかりに他を考えて ② X2NH3 702 →4NO NO +6H2O H2Oで出 日をませ ③ C2H5OH +3 02 ☐ CO2 + H2O 2 #4:22 ④ C6H12O6 43 302 →CO2 2 H2O

🚨至急🚨高校1年生です！ この本文の日本語訳をお願いします。

ライト兄弟(兄のウィルバー: 右, 弟のオーヴィル:左) Section 1 世界初の有人飛行機はどのようなものだったのでしょうか。 Since ancient times, humans have been dreaming of flying in the sky. After various challenges, finally, the Wright brothers, Wilbur Wright and Orville Wright, could fly a manned airplane on December G 5 17th, 1903. Its name was Wright Flyer. It had a gasoline engine and two propellers. This was the very first flight in history. Orville Wright flew about 36.5 meters in 12 seconds. It was a great step for humankind. Since then, airplanes have developed 10 greatly and evolved in various ways. Now, an airplane can fly more than ten thousand G kilometers and carry more than five hundred people. Wright Wilbur Orville manne Flyer gasolin propel [prape flight human hjú:ma 52 Wilbur Wright ウィルバー・ライト (ライト兄弟の兄) 20rville Wright オーヴィル・ライト (ライト兄弟の弟) Listen and choose 1. (T/F) 2. (T/F) 3. (T/F) ● ライト兄弟の元々の職業は自転車屋で、 飛行機を開発する費用を稼いだり、 自転車の技術を応用したり また, ライトフライヤー号の出力は12馬力で、 現在の業務用エアコン程度のレベルでした

(1)の解説のところで、X軸方向に1 y軸方向にー1動かしたのに、なぜ、式を作るときはそれぞれー1、+1をしているのでしょうか？💦 式を作るときたそれぞれ1. －1をしてしまいました🥲︎優しい方教えてください🙏よろしくお願いします💦

第2章 2次関数 53 Step Up 章末 3 (1) 放物線y=x2+ax + b をx軸方向に 1, y 軸方向に1だけ平行移動した放物線が 2点 (2,3) (3, 1) を通るとき, 定数a, bの値を求めよ (2) 放物線y=ax2+bx+c をx軸方向に3, y軸方向に5だけ平行移動したものが放物 線y=ax2-(2a+2)x-3a +1 で, 軸は直線x=3になった. このとき, 定数a, b, cの値を求めよ。 <考え方> (1) 平行移動した放物線の方程式において, 通る点の条件からα,bの値を求める. (2) 逆の移動を考え, 係数を比較する. (1) 放物線 y=x2+ax+b をx軸方向に1, y 軸方向に -1だけ平行移動した放物線の方程式は, +1=(x-1)+α(x-1)+6 y=x²+(a-2)x-a+b33 この放物線が, 437 a+b=3 ...... ① 点 (3.1) を通るから. yをy-(-1)=y+1 におき換える. 点 (2,3) を通るから, 3-4+2(a-2)-a+b<B> 1=9+3(a-2)-a+b)000 (120) Dy xをx-1, .01 2 a x-1 2a+b=-2 ...... ② 9.3 ① ② より ©α=-5, b=8 16 tis (2) 放物線y=ax²-(2a+2)x-34 +1 ...... ① の軸が 2) 直線 x=3 だから, 2a+2=6a これより, a= 2 -(2a+2) -=3 2a | 放物線y=ax2+bx+c の軸 b は、x=- 303 20 両辺に 24 を掛ける。

7、8の文の意味の違いはなんですか！教えてください

D ifの省略(倒置) F156 7. Were I rich, I could buy the car. 8. Had I been rich, I would have bought the car. 9. Should you change your mind, please let me know STEP 2

適切な記号を選ぶ問題です どなたか教えていただきたいです 宿題でわからなくてら困ってます🤦 答えがないんです

) in Australia. 1 Portuguese ( P is spoken 2 Kangaroos ( ) in Brazil. 1 is speaking " speaks I spoke P can be found 1 are founded " can found I are can found 3 I was spoken ( 7 by 1 to ウ by to I to by 4 The song ( ) a pretty girl yesterday. ) by people all over the world for many years. 7 has loved 1 has been loved ウ loved I is loving 5 Ann's birthday cake ( ) by her mother now. is being made 1 is being making is making I has made 6 We ( ) our new school uniform. 7 satisfy with be satisfied with are satisfied with " are satisfied to I satisfy 7 She was made ( ) overtime by her boss. 7 work 1 be worked to be worked I to work 8 このあたりのどの木も切らせてはいけない。 Don't let any trees around here ( ). 7 cut down 1 to cut down " cutting down I be cut down 9 The man was seen ( ) out of the house. I go to go ウ gone I went 10 Visitors are ( ) to beware of the pickpockets. 7 advised 1 informed 11 David had his car ( 7 being checked 12 This word ( 7 is pronounced 13 Many people ( I had died 14 They were ( 7 amaze 1 15 The girl was ( 7 brought " noticed I advanced ) by a mechanic. 1 checked " checking I was checked ) with the stress on the first syllable. 1 is pronouncing " pronounces ) in the Hanshin earthquake of 1995. 1 killed " were dead I were killed ) at the singer's fantastic voice. amazed amazing I amazed I pronounce be killed in ) up by her kind aunt after her parents died. 1 carried given I grown

ルシャトリエの原理はどう関係あるんですか❓

STEP2 STEP1でつくった溶液のろ液を大量の水で薄 め、 Al(OH)3の沈殿を得る STEP1の溶液を大量の水で薄めてpHを下げる。 pHを下げるとルシャトリエの原理により、次の平 衡が右に移動して水酸化アルミニウムAI(OH)3の白 色沈殿ができる。 [Al(OH)4]¯¯ = Al(OH) 3 参考:ルシャトリエの原理(温度・圧力変化・希 ガスを加えた場合など)

赤線を引いてあるところで、なぜこのような計算をするのかが分からないです 教えてくださると嬉しいです🙇

B 12 関数 f(x) が2つの極値をもつから、f'(x) = 0 は異なる2 つの実数解をもつ. 関数 f(x)=x+kx+kx+1の2つの極値の和が2となるとき,kの値および2つの極 200 値を求めよ. f(x)=x'+ kx²+kx +1 より, f'(x)=3x+2kx+k (DA 極大値と極小値をもつ 1 したがって, -=k-3k=k(k-3)>0 つまり、f'(x)=0 の判別式をDとすると, D>0である. D 10<0 1st C ( 4 より k < 0, 3<k ・① 10 f'(x)=0 つまり,3x²+2kx+k=0 の2つの解をα β Joi (a<β) とすると,解と係数の関係より、 2 k a+β=-k, aβ= 3 2つの極値の和f(a)+f(β) は, S +de+ (EA に 190 f(a)+f(B)=(a+ko'+ka+1)+(B'+kB'+kβ+1) =(a+ρ^)+k(a^+ρ^)+k(a+β) +2 =(a+β)-3aβ(a+β) 60 2つの極値の和が2 9 k=0. 2 +k{(a+β)2-2aß}+k(a+β)+2 2 k -3. 3 右のように +k 考える 4 2 = k³- -k²+2 27 4 27 (2.5+ (3)+2 f(a)+f(B)=2より 12-12/21+2=2 2・ +k・ k²(2k-9)=0 したがって, ①より,k= 9 2

答え合わせをお願いしたいです。

1 次の各英文で, 空所に入れるのに最も適切なものを,それぞれ下の①~④のうちから一つずつ選びなさい。 (1) Can you imagine the speed ( ) the earth goes around the sun? at which 2 in which 3 where (2) Last winter I went to Paris, ( ) as cold as I had expected. (1) when wasn't (2) where wasn't (3) where it wasn't (4) which it wasn't C (3) ( ) I suggest, he always disagrees. which 1 Ever 2 How (3) Whatever 4 Whenever (4) In my class there are 20 students, most of ( ) are from China. that 2 which 3 whose 4 whom (5) The president of the company has made John ( 1 that ) he is. ②what 3 where 4 which ) has been working in my department, will be transferred to ④whose (6) Mr. Morris, ( 1 whom 2 who which (7)( ) is able to drive can take part in it. ①Any people who 3 Which person (8)( Whenever he 4 Whoever ) he is now, tell him to come back here by 4 o'clock. Whatever When ③ Wherever 4 Where your office. (9) The man ( 1 who ) I thought was a lawyer proved to be a politician. (2) whom (10) Jerome studied hard in his youth, ( whose 4 what ) contributed to his success in later life. 1 that when as 4 which

解説によるとthose=people who are と捉えて良いということですか？？

21. For interested in flower arrangement, Maya Li will be providing an introductory course in the first week of May. (A) they (B) their (9) M (C) them (D) those 2008 giT